diff options
| author | Karl Berry <karl@freefriends.org> | 2012-10-26 21:36:14 +0000 |
|---|---|---|
| committer | Karl Berry <karl@freefriends.org> | 2012-10-26 21:36:14 +0000 |
| commit | 4147899f17a6e0b0dde20f309845c4fc0032bce9 (patch) | |
| tree | 3609a0dc99736d7a2081187b9e12e9bac63c6bb6 /Master/texmf-dist/doc/latex/pgfplots | |
| parent | 3d12d871ae8a0e941fb2521bdc99ce436aeb17c6 (diff) | |
pgfplots (26oct12)
git-svn-id: svn://tug.org/texlive/trunk@28094 c570f23f-e606-0410-a88d-b1316a301751
Diffstat (limited to 'Master/texmf-dist/doc/latex/pgfplots')
28 files changed, 2087 insertions, 627 deletions
diff --git a/Master/texmf-dist/doc/latex/pgfplots/ChangeLog b/Master/texmf-dist/doc/latex/pgfplots/ChangeLog index 66b35538d12..fcfa6d14d9c 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/ChangeLog +++ b/Master/texmf-dist/doc/latex/pgfplots/ChangeLog @@ -1,3 +1,44 @@ +2012-10-24 Christian Feuersaenger <cfeuersaenger@users.sourceforge.net> + - RELEASED 1.7 + +2012-10-24 Christian Feuersaenger <ludewich@users.sourceforge.net> + - added patch type=bicubic + - added support for global paths (fillable) for patch plots lib + - added patch type sampling feature + +2012-10-11 Christian Feuersaenger <ludewich@users.sourceforge.net> + - fixed search path issue in context: moved pgfplots.lua to tex/generic + +2012-10-03 Christian Feuersaenger <ludewich@users.sourceforge.net> + - fixed bug: pgfplots accidentally \let\directlua=\relax if not loaded with lualatex (and a couple of similar incidents). + Thanks to Heiko Oberdiek for the fix. + - worked on size compensation for 'enlarge x limits={abs=1cm}', i.e. for + enlarge-by-dimension. It will now respect width/height for standard axes. + - added contour external/output point meta key. + +2012-10-01 Christian Feuersaenger <ludewich@users.sourceforge.net> + - fixed bug: \ref{legendimage} inside of legend text was wrong. + +2012-09-30 Christian Feuersaenger <ludewich@users.sourceforge.net> + - fixed(?) bug: log basis and stacked plots + +2012-09-21 Christian Feuersaenger <ludewich@users.sourceforge.net> + - added debug output feature: \addplot3 graphics[debug=visual] + +2012-09-10 Christian Feuersaenger <ludewich@users.sourceforge.net> + - fixed incompatibility regression pgfplots 1.6.1 pgf 2.10: layers + +2012-09-02 Christian Feuersaenger <ludewich@users.sourceforge.net> + - fixed sanity checking for logarithmic samples of undefined domains + +2012-09-01 Christian Feuersaenger <ludewich@users.sourceforge.net> + - added early draft for 'enlarge x limits={abs=1cm}', i.e. for + enlarge-by-dimension. + +2012-08-27 Christian Feuersaenger <ludewich@users.sourceforge.net> + - added switch 'compat/bar width by units' which interpretes 'bar width=1' + in terms of axis units (width = 1 unit) + 2012-08-23 Christian Feuersaenger <ludewich@users.sourceforge.net> - RELEASED 1.6.1 diff --git a/Master/texmf-dist/doc/latex/pgfplots/Makefile b/Master/texmf-dist/doc/latex/pgfplots/Makefile index 4f61e6ecb76..ce8e067f04f 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/Makefile +++ b/Master/texmf-dist/doc/latex/pgfplots/Makefile @@ -24,6 +24,22 @@ include pgfplots.makefile @echo "" @echo "$@ compiled successfully. You may need to re-run make several times to get all cross-references right." +html: FORCE + mkdir -p html/figures/generated + mkdir -p html/gnuplot + # FIXME: this inclusion pattern might include aux files of the pdf version! + @cd html && \ + export TEXINPUTS=../:$$TEXINPUTS; \ + $(PDFLATEX) '\def\pgfplotsmanualhtlatexmode{1} \input pgfplots.tex' + @cd html && \ + $(TEXMFCNF_FOR_MEMLIMITS) && \ + export TEXINPUTS=../:$$TEXINPUTS; \ + make -k -f pgfplots.makefile + @cd html && \ + export TEXINPUTS=../:$$TEXINPUTS; \ + htlatex pgfplots.tex + + pgfplots.pdf: $(ALL_FIGURES) pgfplots.makefile: diff --git a/Master/texmf-dist/doc/latex/pgfplots/README b/Master/texmf-dist/doc/latex/pgfplots/README deleted file mode 100644 index dc10b5637af..00000000000 --- a/Master/texmf-dist/doc/latex/pgfplots/README +++ /dev/null @@ -1,167 +0,0 @@ -pgfplots - Create normal/logarithmic plots in two and three dimensions for LaTeX/TeX/ConTeXt. - -pgfplotstable - Loads, rounds, formats and postprocesses numerical tables. - -PGFPlots draws high--quality function plots in normal or logarithmic scaling -with a user-friendly interface directly in TeX. The user supplies axis labels, -legend entries and the plot coordinates for one or more plots and PGFPlots -applies axis scaling, computes any logarithms and axis ticks and draws the -plots. It supports line plots, scatter plots, piecewise constant plots, bar -plots, area plots, mesh-- and surface plots, patch plots, contour plots, quiver -plots, histogram plots, polar axes, ternary diagrams, smith charts and some -more. - -Pgfplots is based on Till Tantau's package PGF/TikZ (pgf). - -Pgfplotstable displays numerical tables rounded to desired precision in various -display formats, for example scientific format, fixed point format or integer, -using TeX's math facilities for pretty printing. Furthermore, it provides -methods for table postprocessing. - -Please take a look at - doc/latex/pgfplots/pgfplots.pdf -and - doc/latex/pgfplots/pgfplotstable.pdf. - - -REMARK -The virus killer Avira Antivir reports the virus HTML/Malicious PDF.Gen in pgfplots.pdf. -This is a FALSE ALARM caused by the pgfplots library for interactive, -clickable plots (based on javascript). It is virus-free. - -Copyright 2007-2011 by Christian Feuersaenger. - -This program is free software: you can redistribute it and/or modify -it under the terms of the GNU General Public License as published by -the Free Software Foundation, either version 3 of the License, or -(at your option) any later version. - -This program is distributed in the hope that it will be useful, -but WITHOUT ANY WARRANTY; without even the implied warranty of -MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the -GNU General Public License for more details. - -You should have received a copy of the GNU General Public License -along with this program. If not, see <http://www.gnu.org/licenses/>. - - -HISTORY: -1.6.1: -- fixed incompatibility lualatex,shader=interp, and german package (introduced in 1.6) - -1.6: -- added support for layered graphics (main use case: multiple axes and layers) -- added support for second colormap in mesh plots (mesh/interior colormap name) -- added support for scopes inside of axes -- contour plots: added ability to provide list of discrete labels (mesh/levels) -- empty lines are interpreted as interruptions in data plots (was undocumented since 1.4) -- added more scaling options to 'scale mode=scale uniformly' (affects axis equal in 3d - and \addplot3 graphics) -- fixed wrong implementation of 'axis equal' and 'unit vector ratio' in 3d - (backwards compatible for 2d, but not for 3d - the 3d implementation was plain wrong) -- fixed incompatibility of lualatex and shader=interp -- fixed bugs/added features around \addplot3 graphics -- fixed bug: colorbar did not support ymode=log -- fixed a couple of minor bugs -- fixed bounding box computation for clip=false,axis lines=none - -1.5.1: -- more operations for FPU library (==, !=,<=,>=,?) -- fixed bug in usage of decorations in \addplot -- bugfix for contour prepared format=matlab -- added 'const plot mark mid' and 'jump mark mid' plot handlers -- nodes on a plot (\addplot ... node[pos=<fraction>] {};) -- 'trim axis group left' and 'trim axis group right' -- bugfixes for polar axes and log+stacked plots -- added style 'log ticks with fixed point' -- introduced patched tikz paths to simplify circles and ellipses within an axis -- patchplots lib: patch type=polygon -- some more bugfixes - -1.5: - - Contour plots, - - Histograms, - - Quiver plots, - - patch plots (library) - - Triangle Meshes - - Bilinear Elements - - Quadratic Triangles - - Biquadratic Quadrilaterals - - Coons Patches - - Discrete colorbars, - - Table sorting, - - Linear regression, - - Ternary diagrams, - - Tieline Plots - - Smith Charts - - Polar axes, - - Empty lines in input files result in interrupted plots, - - PDF user defined coordinate mouse popups - - CMYK colormaps and shadings, - - new markers and cycle lists - - access to axis limits, - - \addplot3 graphics: pgfplots draws an appropriate axis for a three-dimensional(!) external png graphics - - 3D axes: support to provide explicit unit vectors: - - explicit unit vectors - - explicit unit vectors which are uniformly rescaled to match width/height - - 3D axes: improved support for unit vector ratios - - improvements of the groupplot styles - - preliminary support for (2d) bar plots in 3d axes - - new shader 'faceted interp' - - table package: - - 'every nth row' style - - 'comment chars' key to define comment characters in input files - - 'skip first n' style - - lots of smaller bugfixes (see ChangeLog for details) - - -1.4.1: -- improved compatibility to gnuplot 4.4 - -1.4: -Version 1.4 contains several new features, mostly work on details. -It fixes many bugs and provides the following improvements: -- detached legends -- detached colorbars -- ybar (and similar plots) can now be mixed with other plot types - like line plots. -- improved legend formatting -- added 'restrict x to domain*' which cups coordinates outside of a specified domain (same for y and z) -- Added support for linear regression -- Inline tables, -- Lots of bug fixes - -The next version will make a greater step when it is stable. - - -1.3.1: -Version 1.3.1 is a bugfix release containing -- improved parametric plots with gnuplot -- improved normalsize, small and footnotesize scale styles and added tiny -- a lot of bugfixes - -1.3: -- improvements for two dimensional visualization, among them - - axis equal, - - color bars, - - nodes near coords, - - jumps in plots, - - improved description positioning, - - reverseable axis directions, - - simpler alignment of adjacent axes, - - units and a simplified user interface, -- new three dimensional line, scatter, mesh and surface plots, -- a copy of the automatic pdf externalization library, -- an improved manual enhanced with a lot of pdf cross references. - -1.2.2: -- fixed a problem with the samples key, -- provides some smaller fixes and some manual improvements. -- added plot graphics. - -1.2: -- completely rewritten math expression parser with extended data range, -- colormaps for scatter plots -- fine tuning for plot parameters. -- table package has been extended and is now a fully featured table typesetting, computing and postprocessing tool. - diff --git a/Master/texmf-dist/doc/latex/pgfplots/TeX-programming-notes.pdf b/Master/texmf-dist/doc/latex/pgfplots/TeX-programming-notes.pdf Binary files differindex 29e9654abe4..ede9265aac9 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/TeX-programming-notes.pdf +++ b/Master/texmf-dist/doc/latex/pgfplots/TeX-programming-notes.pdf diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots-macros.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots-macros.tex index c018e43613a..647b49724a8 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots-macros.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots-macros.tex @@ -92,16 +92,21 @@ \def\pgfmanualbar{\char`\|} \makeatletter -\newif\ifpgfplotsmanualexternalexpensive -\let\pgfplotsmanualexternalexpensivetrue@orig=\pgfplotsmanualexternalexpensivetrue - -% use \pgfplotsmanualexternalexpensivetrue to externalize expensive -% examples. -\def\pgfplotsmanualexternalexpensivetrue{% - \usepgfplotslibrary{external} - \pgfplotsmanualexternalexpensivetrue@orig +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +\usepgfplotslibrary{external} + +% use \pgfplotsmanualenableexternalizationofexpensive in the preamble +% to enable externalization of expensive examples. +% This will ONLY externalize expensive examples, i.e. those for which +% \pgfplotsexpensiveexample is written: +% +% \pgfplotsexpensiveexample +% \begin{codeexample} +\def\pgfplotsmanualenableexternalizationofexpensive{% + \pgfplotsmanual@enable@externalization@for@expensivetrue \tikzexternalize[ - prefix=figures/expensiveexample, + prefix=figures/expensiveexampleX,% the 'X' suffix is to avoid confusion in git: previous versions contained the pdfs in git figure name={}, export=false, % needs to be activated for single pictures (i.e. expensive ones) mode=list and make, @@ -115,6 +120,7 @@ }% %\pgfkeys{/pgf/images/include external/.code={\href{file:#1}{\pgfimage{#1}}}} % FIXME : NOT FOR THE FINAL VERSION +\newif\ifpgfplotsmanual@enable@externalization@for@expensive \newif\ifpgfplots@example@is@expensive \pgfkeys{ @@ -128,13 +134,98 @@ % Write this macro directly in front of \begin{codeexample} (without arguments): \def\pgfplotsexpensiveexample{% - \ifpgfplotsmanualexternalexpensive + \ifpgfplotsmanual@enable@externalization@for@expensive \pgfplots@example@is@expensivetrue \else \message{[NOTE: I am now about to typeset an expensive example. You will need to ENLARGE YOUR TeX MEMORY CAPACITIES if this fails.]}% \fi }% +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + +\newif\ifpgfplotsmanualhtmlmode + +% MACROS FOR HTML OUTPUT: +% HTML will be compiled in a separate folder. See the Makefile +\tikzset{ + external/html export mode/.style={ + system call={% + pdflatex \tikzexternalcheckshellescape -halt-on-error -interaction=batchmode -jobname "\image" "\\def\\pgfplotsmanualhtlatexmode{1}\texsource" && pdftoppm "\image.pdf" | pnmtopng > "\image.png"% + }, + /pgf/images/external info, + /pgf/images/include external/.code={% + \includegraphics + [width=\pgfexternalwidth,height=\pgfexternalheight] + {##1.png}% + }, + prefix=figures/generated/, + figure name={manual}, + mode=list and make, + verbose=false, + }, +} + +\def\pgfplotsmanual@configure@for@htlatexmode{% + % disable this; we will externalize everything now: + \let\pgfplotsmanualenableexternalizationofexpensive=\relax + % + \message{^^Jpgfplots manual: initializing external lib for HTML output (png)^^J}% + \tikzexternalize[ + html export mode, + ] + % + \@ifpackageloaded{tex4ht}{% + \usepackage[html,png,3]{tex4ht} + \tikzset{external/mode=only graphics}% + \patches@for@htlatex + }{% + }% + % + \pgfplotsmanualhtmlmodetrue + % + \gdef\pgfsys@imagesuffixlist{.png} + % + \tikzifexternalizing{% + %\nofiles + \pgfkeys{/pdflinks/codeexample links=false}% + }{}% +} + +% explanation of how to customize tex4ht: +% http://www.cvr.cc/tex4ht-low-level-commands/#more-482 +% +% some reference: +% http://www.cvr.cc/tex4ht-options/ +% +% some tex4ht mailing list discussion: +% http://tug.org/pipermail/tex4ht/2010q4/000246.html +\def\patches@for@htlatex{% + \let\savecolor\color + \NewConfigure{color}[2]{\def\a at color{##1}\def\b at color{##2}} + \def\@@tmp##1{\a at color##1\b at color\savecolor{##1}\aftergroup\endspan} + \let\color\@@tmp + \def\endspan{\Tg</span>} + \Configure{color}{\HCode{<span style="color:}}{\HCode{;">}} +}% + +\@ifpackageloaded{tex4ht}{ + % always active here: + \def\pgfplotsmanualhtlatexmode{1}% +}{ +} + +% the macro \pgfplotsmanualhtlatexmode should be set from command line +% (to any value). If it is known, the manual will be translated to +% HTML. +\pgfutil@ifundefined{pgfplotsmanualhtlatexmode}{% +}{% + \pgfplotsmanual@configure@for@htlatexmode +}% + + +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + + \newenvironment{addplotoperation}[3][]{ \begin{pgfmanualentry} diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.figlist b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.figlist index 72fe5bfd092..c9c6930e0e5 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.figlist +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.figlist @@ -1,73 +1,73 @@ -figures/expensiveexamplereference_addplot_0 -figures/expensiveexamplereference_addplot_1 -figures/expensiveexamplereference_addplot_2 -figures/expensiveexamplereference_twodim_0 -figures/expensiveexamplereference_twodim_1 -figures/expensiveexamplereference_twodim_2 -figures/expensiveexamplereference_twodim_3 -figures/expensiveexamplereference_twodim_4 -figures/expensiveexamplereference_threedim_0 -figures/expensiveexamplereference_threedim_1 -figures/expensiveexamplereference_threedim_2 -figures/expensiveexamplereference_threedim_3 -figures/expensiveexamplereference_threedim_4 -figures/expensiveexamplereference_threedim_5 -figures/expensiveexamplereference_threedim_6 -figures/expensiveexamplereference_threedim_7 -figures/expensiveexamplereference_threedim_8 -figures/expensiveexamplereference_threedim_9 -figures/expensiveexamplereference_threedim_10 -figures/expensiveexamplereference_threedim_11 -figures/expensiveexamplereference_threedim_12 -figures/expensiveexamplereference_threedim_13 -figures/expensiveexamplereference_threedim_14 -figures/expensiveexamplereference_threedim_15 -figures/expensiveexamplereference_threedim_16 -figures/expensiveexamplereference_threedim_17 -figures/expensiveexamplereference_threedim_18 -figures/expensiveexamplereference_threedim_19 -figures/expensiveexamplereference_threedim_20 -figures/expensiveexamplereference_threedim_21 -figures/expensiveexamplereference_threedim_22 -figures/expensiveexamplereference_threedim_23 -figures/expensiveexamplereference_threedim_24 -figures/expensiveexamplereference_threedim_interior_colormap_0 -figures/expensiveexamplereference_threedim_interior_colormap_1 -figures/expensiveexamplereference_threedim_interior_colormap_2 -figures/expensiveexamplereference_threedim_interior_colormap_3 -figures/expensiveexamplereference_threedim_contour_0 -figures/expensiveexamplereference_threedim_contour_1 -figures/expensiveexamplereference_threedim_contour_2 -figures/expensiveexamplereference_threedim_contour_3 -figures/expensiveexamplereference_threedim_contour_4 -figures/expensiveexamplereference_threedim_25 -figures/expensiveexamplereference_threedim_26 -figures/expensiveexamplereference_threedim_27 -figures/expensiveexamplereference_threedim_28 -figures/expensiveexamplereference_threedim_29 -figures/expensiveexamplereference_threedim_30 -figures/expensiveexamplereference_threedim_31 -figures/expensiveexamplereference_0 -figures/expensiveexamplereference_1 -figures/expensiveexamplereference_2 -figures/expensiveexamplereference_3 -figures/expensiveexamplereference_threedimaxis_0 -figures/expensiveexamplereference_threedimaxis_1 -figures/expensiveexamplereference_threedimaxis_2 -figures/expensiveexamplereference_threedimaxis_3 -figures/expensiveexamplereference_threedimaxis_4 -figures/expensiveexamplereference_threedimaxis_5 -figures/expensiveexamplereference_threedimaxis_6 -figures/expensiveexamplereference_threedimaxis_7 -figures/expensiveexamplereference_threedimaxis_8 -figures/expensiveexamplereference_4 -figures/expensiveexamplereference_5 -figures/expensiveexamplereference_nodes_0 -figures/expensiveexamplereference_nodes_1 -figures/expensiveexamplereference_nodes_2 -figures/expensiveexamplereference_nodes_3 -figures/expensiveexamplepatchplot_0 -figures/expensiveexamplepolar_0 -figures/expensiveexamplememspeed_0 -figures/expensiveexamplememspeed_1 -figures/expensiveexamplememspeed_2 +figures/expensiveexampleXreference_addplot_0 +figures/expensiveexampleXreference_addplot_1 +figures/expensiveexampleXreference_addplot_2 +figures/expensiveexampleXreference_twodim_0 +figures/expensiveexampleXreference_twodim_1 +figures/expensiveexampleXreference_twodim_2 +figures/expensiveexampleXreference_twodim_3 +figures/expensiveexampleXreference_twodim_4 +figures/expensiveexampleXreference_threedim_0 +figures/expensiveexampleXreference_threedim_1 +figures/expensiveexampleXreference_threedim_2 +figures/expensiveexampleXreference_threedim_3 +figures/expensiveexampleXreference_threedim_4 +figures/expensiveexampleXreference_threedim_5 +figures/expensiveexampleXreference_threedim_6 +figures/expensiveexampleXreference_threedim_7 +figures/expensiveexampleXreference_threedim_8 +figures/expensiveexampleXreference_threedim_9 +figures/expensiveexampleXreference_threedim_10 +figures/expensiveexampleXreference_threedim_11 +figures/expensiveexampleXreference_threedim_12 +figures/expensiveexampleXreference_threedim_13 +figures/expensiveexampleXreference_threedim_14 +figures/expensiveexampleXreference_threedim_15 +figures/expensiveexampleXreference_threedim_16 +figures/expensiveexampleXreference_threedim_17 +figures/expensiveexampleXreference_threedim_18 +figures/expensiveexampleXreference_threedim_19 +figures/expensiveexampleXreference_threedim_20 +figures/expensiveexampleXreference_threedim_21 +figures/expensiveexampleXreference_threedim_22 +figures/expensiveexampleXreference_threedim_23 +figures/expensiveexampleXreference_threedim_24 +figures/expensiveexampleXreference_threedim_interior_colormap_0 +figures/expensiveexampleXreference_threedim_interior_colormap_1 +figures/expensiveexampleXreference_threedim_interior_colormap_2 +figures/expensiveexampleXreference_threedim_interior_colormap_3 +figures/expensiveexampleXreference_threedim_contour_0 +figures/expensiveexampleXreference_threedim_contour_1 +figures/expensiveexampleXreference_threedim_contour_2 +figures/expensiveexampleXreference_threedim_contour_3 +figures/expensiveexampleXreference_threedim_contour_4 +figures/expensiveexampleXreference_threedim_25 +figures/expensiveexampleXreference_threedim_26 +figures/expensiveexampleXreference_threedim_27 +figures/expensiveexampleXreference_threedim_28 +figures/expensiveexampleXreference_threedim_29 +figures/expensiveexampleXreference_threedim_30 +figures/expensiveexampleXreference_threedim_31 +figures/expensiveexampleXreference_0 +figures/expensiveexampleXreference_1 +figures/expensiveexampleXreference_2 +figures/expensiveexampleXreference_3 +figures/expensiveexampleXreference_threedimaxis_0 +figures/expensiveexampleXreference_threedimaxis_1 +figures/expensiveexampleXreference_threedimaxis_2 +figures/expensiveexampleXreference_threedimaxis_3 +figures/expensiveexampleXreference_threedimaxis_4 +figures/expensiveexampleXreference_threedimaxis_5 +figures/expensiveexampleXreference_threedimaxis_6 +figures/expensiveexampleXreference_threedimaxis_7 +figures/expensiveexampleXreference_threedimaxis_8 +figures/expensiveexampleXreference_4 +figures/expensiveexampleXreference_5 +figures/expensiveexampleXreference_nodes_0 +figures/expensiveexampleXreference_nodes_1 +figures/expensiveexampleXreference_nodes_2 +figures/expensiveexampleXreference_nodes_3 +figures/expensiveexampleXpatchplot_0 +figures/expensiveexampleXpolar_0 +figures/expensiveexampleXmemspeed_0 +figures/expensiveexampleXmemspeed_1 +figures/expensiveexampleXmemspeed_2 diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.libs.patchplots.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.libs.patchplots.tex index cf23448973a..54acad0f01b 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.libs.patchplots.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.libs.patchplots.tex @@ -3,21 +3,36 @@ \tikzset{external/figure name/.add={}{patchplot_}}% \label{sec:lib:patchplots} \begin{pgfplotslibrary}{patchplots} - A library for advanced |patch| plots. It has been designed to visualize shaded isoparametric finite element meshes of higher order. Its core is an interface to the generation of smoothly shaped elements with interpolated color values (based on \texttt{.pdf} Shading Type 6 and \texttt{.pdf} Shading Type 7), with additional (limited) support for constant color filling without shadings. + A library for advanced |patch| plots. Its strength is the creation of patches with smooth boundaries and smoothly shaded colors. + + A |patch| plot is a plot in which each individual patch is available. Here, ``available'' means that the user provided each individual patch manually. This can be achieved by means of a long series of patches which have been concatenated in a suitable way (compare the description of |patch| plots in section~\ref{sec:pgfplots:3d:patch}) or by means of a mathematical expression which is sampled (compare the key |patch type sampling|). Most |patch type|s expect a series of point evaluations in a specific sequence. + + Note that even though each individual patch might have a smooth boundary, the |patchplots| library \emph{does not interpolate smoothly between adjacent patches}. Consequently, it is task of the one who creates the patches (which means: evaluated some function at its vertices) to ensure that patches can be glued together in an adequate way. This allows a lot of freedom, including both jumps and smoothly concatenated edges. + + The |patchplots| library comes with a couple of inherently two--dimensional |patch type|s (including second order triangles/rectangular patches and cubic tensor product patches known for finite elements). Typically, these patches live in a three--dimensional axis. Often, they are used to visualize the surface of function values $f(x,y)$. The |patchplots| library ensures that such patches are drawn in a way which respects the current view. In particular, if a patch folds over itsself (which is possible), it is drawn such that foreground areas are in the foreground and background areas are in the background. + + The |patchplots| library comes with smoothly shaded patches. More precisely, both the boundary of patches and their color shading are smooth. Note, however, that the patch boundary typically has much more smoothness than the color shading. + + The |patchplots| library also allows automatic conversion from a higher--order patch to triangles (triangulation) by means of the key |patch to triangles|. Furthermore, it features automatic |patch refines|. + + Use the |patchplots| library if you want to have smooth boundaries for your patches, or if you need advanced shadings, or if you want polygon plots, or if you want more freedom in one--dimensional patches. -\subsubsection{Additional Patch Types} \message{Underfull hbox is OK.^^J}% -\begin{pgfplotskey}{patch type=\mchoice{default,rectangle,triangle,line,quadratic spline,cubic spline,\\bilinear,triangle quadr,biquadratic,coons,polygon,tensor bezier} (initially default)} +\begin{pgfplotskey}{patch type=\mchoice{default,rectangle,triangle,line,quadratic spline,cubic spline,\\bilinear,triangle quadr,biquadratic,bicubic,polygon,coons,tensor bezier} (initially default)} The |patchplots| library supports several new |patch type|s in addition to the initially available choices (which are |rectangle|,|triangle| and |line|). The documentation of the two--dimensional choices from page~\pageref{key:patch:type} is repeated here. - There are two new one--dimensional patch types, namely |quadratic spline| and |cubic spline|. Here, |patch type=quadratic spline| consists of quadratic patches of $n=3$ vertices each. The vertices are interpolated exactly: + The new |patch type|s are discussed in detail on the following pages. +\end{pgfplotskey} % end the environment to simplify sectioning. + +\subsubsection{One--Dimensional Patch Types} + There are two new one--dimensional patch types, namely |quadratic spline| and |cubic spline|. Here, |patch type=|\declareandlabel{quadratic spline} consists of quadratic patches of $n=3$ vertices each. The vertices are interpolated exactly: \begin{codeexample}[] \begin{tikzpicture} \begin{axis}[nodes near coords={(\coordindex)}, title={\texttt{patch type=quadratic spline}}] \addplot[ mark=*, - patch,mesh,% without mesh, pgfplots tries to fill + patch, patch type=quadratic spline] coordinates { % left, right, middle-> first segment @@ -30,14 +45,14 @@ coordinates { \end{codeexample} \noindent In our example, the first segment interpolates $f(x)=x^2$ at the points $\{0,\nicefrac12,1\}$. The |quadratic spline| is actually nothing but piecewise Lagrangian interpolation with quadratic polynomials: it expects three points in the sequence `(left end), (right end), (middle)' and interpolates these three points with a quadratic polynomial. Unlike the default 1d |mesh| visualization (which uses |patch type=line| implicitly), you have to use the special syntax above (or the equivalent approach by means of |patch table|). Note that |patch type=quadratic spline| results in correct shapes, but uses \emph{just constant color} for each segment; high--order color shading is only supported approximately using |patch refines|. - The |patch type=cubic spline| is very similar: it expects patches of $n=4$ vertices and interpolates them with a cubic polynomial: + The |patch type=|\declareandlabel{cubic spline} is very similar: it expects patches of $n=4$ vertices and interpolates them with a cubic polynomial: \begin{codeexample}[] \begin{tikzpicture} \begin{axis}[nodes near coords={(\coordindex)}, title={\texttt{patch type=cubic spline}}] \addplot[ mark=*, - patch,mesh, + patch, patch type=cubic spline] coordinates { % left, right, left middle, right middle @@ -51,7 +66,141 @@ coordinates { \end{codeexample} \noindent Here, we interpolated $f(x)=x^3$ at the four equidistant points $\{-1,-\nicefrac13,\nicefrac13,1\}$ with a cubic polynomial (which is $x^3$). The |cubic spline| expects a sequence of patches, each with four coordinates, given in the sequence `(left end), (right end), (interpolation point at $\nicefrac13$), (interpolation point at $\nicefrac23$)'. It has limitations and features like |quadratic spline|, see above. +\subsubsection{Providing Patches by means of Mathematical Expressions} + Most |patch type|s expect a specific number of vertices in a specific sequence. This is part of what the |patchplots| library is. But is is still tedious to provide this sort of data. + + For simple |patch type|s like |line,rectangle| and |bilinear|, you can provide the input coordinates with any of the input methods which are available for all other plot handlers. In particular, |line| is just a |sharp plot| (with individually colored segments) and |rectangle| is nothing but a |surf| plot. Note that both |rectangle| and |bilinear| also accept the standard matrix input (with scanlines, see |mesh/ordering| and its documentation). In summary: \emph{simple patch types accept a simple input format}. + +\begin{pgfplotskey}{patch type sampling=\mchoice{true,false} (initially false)} + There are some complicated |patch type|s. In particular, all |patch type|s of higher order (i.e.\ \verbpdfref{quadratic spline}, \verbpdfref{cubic spline}, \verbpdfref{triangle quadr}, |biquadratic|, |bicubic|) need more points than just their corners. For such patch types, you need to resort to |mesh input=patches|. That means you need to provide extra vertices and their function evaluation values in a specific sequence. + + The |patch type sampling| method allows to simplify the procedure for such complicated |patch type|s\footnote{Note that \texttt{patch type sampling} is more or less useless for simple patch types.}: it works together with |\addplot expression| and evaluates the mathematical expression at each of the required vertices (in the correct sequence): +\begin{codeexample}[] +\begin{tikzpicture} + \begin{axis} + \addplot[ + samples=5,domain=-3:3, + mesh,patch type=cubic spline, + patch type sampling, + % avoid individual colors per segment: + blue,point meta=none, + ] + {exp(-x^2)}; + + % a second plot which shows the + % generated x positions: + \addplot[ + mark=*,only marks,scatter, + samples=5,domain=-3:3, + patch type=cubic spline, + patch type sampling, + point meta={exp(-x^2)}, + ] + {-0.1}; + + % a third plot which shows the marks + % without patch type sampling: + \addplot[ + mark=*,only marks,scatter, + samples=5,domain=-3:3, + point meta={exp(-x^2)}, + ] + {-0.15}; + + \end{axis} +\end{tikzpicture} +\end{codeexample} + \noindent The first plot above is almost a normal plot by expression. The |samples| and |domain| key controls the sampling procedure, and |blue,point meta=none| defines the global color to use. Note that the special choice |point meta=none| simply disables individual colors per mesh segment (which is the default for |mesh| plots). However, the |patch type sampling| key here makes a huge difference: it tells \PGFPlots\ to check the current value of |patch type| and to sample a coordinate sequence which is suitable as input for that |patch type|. We see that the outcome is a partially smooth function (more about that below). + + The method |patch type sampling| samples |x| just as usual. The result is a sequence $[x_0,x_1,\dotsc,x_k]$. For each interval $[x_i,x_{i+1}]$, a |patch type| is sampled inside of the interval. To this end, the current |patch type| is used to generate a standardized vertex pattern in the unit cube. For |patch type=cubic spline|, this generates four points $0, \nicefrac13, \nicefrac23, 1$. These standardized numbers are mapped into $[x_i, x_{i+1}]$. Then, any mathematical expressions (in our case |exp(-x^2)|) are evaluated at the resulting positions. + + The second plot in our example above shows the |mark|ers resulting from |patch type sampling|. Note that we see $13$ markers even though we have said |samples=5|. These $5$ samples are shown in the third plot. This is because |patch type=cubic spline| needs $4$ points for each patch (i.e.\ $4$ points in each sampled interval). + + Note that even though the result in our example above is \emph{partially} smooth, it is \emph{not} globally smooth. In other words: each resulting mesh segment is a polynomial of third order. But: the five cubic polynomials are determined independently; and they are simple glued together without any intelligence. In particular, they are \emph{unsmooth} at the five initial sampling points! This key cannot apply global smoothing. It is really just a convenient method which simplifies sampling of such patch types. + + The method |patch type sampling| can also be used for |surf| plots, i.e.\ for matrix sampling. It works in the same way: +\begin{codeexample}[] +\begin{tikzpicture} +\begin{axis} + \addplot3[surf,shader=interp, + patch type=bicubic, + patch type sampling, + samples=5,domain=-3:3] + {exp(-x^2-y^2)}; + + % show the generated grid on top: + \addplot3[ + mark=*,mark size=1pt,only marks,scatter, + samples=5,domain=-3:3, + patch type=bicubic, + patch type sampling, + point meta={exp(-x^2-y^2)}, + ] + {1.1}; +\end{axis} +\end{tikzpicture} +\end{codeexample} + The example is similar to our one--dimensional example above: it uses the same 1d function as product. We see that it has $13^2$ samples instead of just $5^2$, and we see that the geometry is partially smooth (see above for ``partially''). Note, however, that the color interpolation is only applied once per patch. The following example shows a |bilinear| patch with unsmooth geometry, but higher resolution for the color data, on a $13\times13$ mesh: +\begin{codeexample}[] +\begin{tikzpicture} +\begin{axis} + \addplot3[surf,shader=interp, + patch type=bilinear, + samples=13,domain=-3:3] + {exp(-x^2-y^2)}; +\end{axis} +\end{tikzpicture} +\end{codeexample} + Note that you may want to view the preceding examples in Acrobat Reader. Many free pdf viewers cannot display these shadings properly. +\end{pgfplotskey} + +\subsubsection{Global One--Dimensional Curves with Smooth Splines} +\index{point meta!point meta=none for smooth patch plots} +Typically, \PGFPlots\ assumes that you want individually colored patch segments whenever you use one of the plot handlers |mesh|, |surf|, or |patch|. The individual colors are determined by the current |colormap| and the value of |point meta| (compare section~\ref{pgfplots:point:meta}). +Technically, individually colored path segments are one unit. If you |fill| them, you fill only one segment. You cannot fill them against the axis. In particular, you cannot use |\closedcycle| for individually colored |mesh| or |patch| plots. +\index{closedcycle!Mesh or patch plots}% +\index{mesh!closedcycle}% +\index{patch!closedcycle}% + +The |patchplots| library comes with one--dimensional |patch type|s like \verbpdfref{quadratic spline} or \verbpdfref{cubic spline}. It would be useful to draw a global path, that is: one which has a single color such that |\closedcycle| works. This is supported if you write |point meta=none|: +\index{mesh!point meta=none and global paths}% +\index{surf!point meta=none and global paths}% +\index{patch!point meta=none and global paths}% +\begin{codeexample}[] +\begin{tikzpicture} +\begin{axis}[ + axis lines=middle, + axis on top, + enlargelimits, + title={Global path with + \texttt{cubic spline}}] +\addplot[ + mark=*, + patch, + patch type=cubic spline, + point meta=none,% allow \closedcycle + blue, + fill=blue!60!black, +] +table { + % left, right, left middle, right middle + -1 -1 + 1 1 + -0.333333 -0.037037 + 0.333333 +0.037037 + + 1 1 + 2 -0.5 + 1.333333 1.5 + 1.666666 1 +} +\closedcycle; +\end{axis} +\end{tikzpicture} +\end{codeexample} + +\subsubsection{Two--Dimensional Patch Types} The |patchplots| library is especially strong for |shader=interp|, so this is our main focus in the remaining documentation here. \paragraph{Attention:} At the time of this writing, many free pdf viewers do not fully support the following shadings\footnote{The author of this package has submitted bugfixes to Linux viewers based on xpdf/libpoppler, so the problem will (hopefully) vanish in future versions.}. The preferred viewer is Adobe Acrobat Reader. @@ -202,8 +351,44 @@ coordinates { \end{axis} \end{tikzpicture} \end{codeexample} - \noindent We see that the shape's boundary is reconstructed exactly using the |biquadratic| patch. In addition, |patch refines| improves the (first order) color interpolation. Details for |patch refines| are discussed in Section~\ref{sec:lib:patchplots:refinement} abd details and limitations regarding superimposed grid lines are discussed in Section~\ref{sec:lib:patchplots:grids}. + \noindent We see that the shape's boundary is reconstructed exactly using the |biquadratic| patch. In addition, |patch refines| improves the (first order) color interpolation. Details for |patch refines| are discussed in Section~\ref{sec:lib:patchplots:refinement} and details and limitations regarding superimposed grid lines are discussed in Section~\ref{sec:lib:patchplots:grids}. + The choice \declareandlabel{bicubic} is similar to |biquadratic|: it allows to defines two--dimensional patches whose boundary is defined by four cubic polynomials. Consequently, it allows very smooth boundaries -- especially since the viewer constructs these boundaries at every zoom level. A |bicubic| patch is constructed from $16$ points which are arranged in a $4\times4$ matrix. Each consecutive $16$ points make up a single |bicubic| patch. The $17$th point starts the next |bicubic| patch (just as for any other |patch type|). +\begin{codeexample}[] +\begin{tikzpicture} +\begin{axis}[nodes near coords={(\coordindex)}, + title=Single Bicubic Quadrilateral] +\addplot3[patch,patch type=bicubic,shader=interp] +coordinates { + (0,0,1) (1,0,0) (2,0,0) (3,0,0) + (0,1,0) (1,1,0) (2,1,0) (3,1,0) + (0,2,0) (1,2,0) (2,2,0) (3,2,0) + (0,3,0) (1,3,0) (2,3,0) (3,3,0) +}; +\end{axis} +\end{tikzpicture} +\end{codeexample} + Just as for |biquadratic|, the color interpolation of |bicubic| is (just) bilinear, even though the geometry is of higher order. The color interpolation uses the |point meta| values determined at the four corners of each patch; all other values of |point meta| are ignored by the shader (although their values are used to compute |point meta min| and |point meta max|). +\begin{codeexample}[] +\begin{tikzpicture} +\begin{axis}[ + title=Two Bicubic Patches] +\addplot3[patch,patch type=bicubic,shader=interp,point meta=explicit] +coordinates { + (0,0,1)[1] (1,0,0)[0] (2,0,0)[0] (3,0,0)[0] + (0,1,0)[0] (1,1,0)[0] (2,1,0)[0] (3,1,0)[0] + (0,2,0)[0] (1,2,0)[0] (2,2,0)[0] (3,2,0)[0] + (0,3,0)[0] (1,3,0)[0] (2,3,0)[0] (3,3,0)[0] + + (3,0,0)[0] (4,0,0)[0] (5,0,0)[0] (6,0,0)[0.7] + (3,1,0)[0] (4,1,.5)[1](5,1,0)[0] (6,1,0)[0] + (3,2,0)[0] (4,2,0)[0] (5,2,0)[0] (6,2,0)[0] + (3,3,0)[0] (4,3,0)[0] (5,3,0)[0] (6,3,0)[0.1] +}; +\end{axis} +\end{tikzpicture} +\end{codeexample} + The previous example uses two patches of type |bicubic|. Note that the color data (|point meta|) has been provided explicitly -- and its values are only used at the corners (the |[1]| value after the point |(4,1,.5)| is ignored). Color interpolation of |bicubic| patches uses only the color data at the patch's corners. The remaining color data values are ignored. Note that if you leave the default (which is |point meta=f(x)| instead of |point meta=explicit|), the second patch will be blue. This is because the four corner vertices of the second patch define the color shading -- and their $z$ value is~$0$. The choice \declareandlabel{coons} expects a sequence of one or more Coons patches, made up of $n=12$ points each. A Coons patch is delimited by four cubic B\'ezier curves, with the end points attached to each other -- and the $n$ points provide the required control points for these curves in a specific ordering which is illustrated in the following example: \begin{codeexample}[] @@ -237,7 +422,7 @@ coordinates { Even for two dimensions, Coons patches may fold over themselves. To determine which part is foreground and which part is background, the following rule applies: the four corner points $(0)$, $(3)$, $(6)$, $(9)$ are associated to the unit cube points $(u,v) = (0,0)$, $(0,1)$, $(1,1)$ and $(1,0)$, respectively. The edge between corner $(3)$ and $(6)$ (i.e. the one with $v=1$) is foreground, the edge between $(1)$ and $(9)$ is background. Thus, large values of $v$ are drawn on top of small values of $v$. If $v$ is constant, large values of $u$ are drawn on top of small values of $u$. Thus, reordering the patch vertices (choosing a different first vertex and/or reversing the sequence) allows to get different foreground/background configurations\footnote{Internally, \PGFPlots\ employs such mechanisms to map the higher order isoparametric patch types to Coons patches, sorting according their corner's depth information.}. - The choice \declareandlabel{tensor bezier} is similar to |patch type=coons|: it allows to define a bezier patch. However, it allows more freedom: it has $16$ control points instead of the $12$ of a |coons| patch. The four additional control points are situated in the center of each patch. This |patch type| generates \texttt{.pdf} shadings of type~$7$ (whereas |coons| patches are shadings of type~$6$). It has been added for reasons of completeness, although it has not been tested properly. Please refer to the specification of the \texttt{.pdf} format for details\footnote{If someone is willing to test it and document it, feel free to email me!}. + The choice \declareandlabel{tensor bezier} is similar to |patch type=coons|: it allows to define a bezier patch. However, it allows more freedom: it has $16$ control points instead of the $12$ of a |coons| patch. The four additional control points are situated in the center of each patch. This |patch type| generates \texttt{.pdf} shadings of type~$7$ (whereas |coons| patches are shadings of type~$6$). It has been added for reasons of completeness, although it has not been tested properly. Please refer to the specification of the \texttt{.pdf} format for details\footnote{If someone is willing to test it and document it, feel free to email me!}. The choice |tensor bezier| is actually \emph{the same} as |patch type=bicubic| -- except that |bicubic| automatically respects the view depth (foreground/background) and is given in a different by means of function evaluations rather than control points. The choice \declareandlabel{polygon} expects polygons with a fixed number of vertices. This |patch type| requires the number of vertices as argument: @@ -287,7 +472,6 @@ table[row sep=\\] { The |patch type=polygon| supports \emph{neither} triangulation \emph{nor} shading \emph{nor} refinement. The order of appearance of the input points is supposed to be the order in which the line--to operations of the resulting path are generated. -\end{pgfplotskey} @@ -323,7 +507,7 @@ table[row sep=\\] { The refined patches reproduce the geometry's shape exactly. In addition, they improve color interpolation. Note that its purpose is just visualization, therefor hanging nodes are allowed (and will be generated by |patch refine| for most |patch type|s). - Patch refinement is implemented for all supported patches except for |patch type=coons|, |tensor bezier|, and |polygon|. + Patch refinement is implemented for all supported patches except for |patch type=coons|, |tensor bezier|, |bicubic| (might follow eventually) and |polygon|. \end{pgfplotskey} \begin{pgfplotskey}{patch to triangles=\mchoice{true,false} (initially false)} diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.makefile b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.makefile index 0349f8170b3..8de8be9a094 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.makefile +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.makefile @@ -12,222 +12,222 @@ include $(ALL_FIGURE_NAMES:%=%.dep) mkdir -p $(dir $@) touch $@ # will be filled later. -figures/expensiveexamplereference_addplot_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_addplot_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_addplot_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_addplot_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_addplot_1.pdf: - 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pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_5" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_5.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_5" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_6.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_6" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_6.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_6" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_7.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_7" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_7.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_7" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_8.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_8" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_8.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_8" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_9.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_9" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_9.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_9" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_10.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_10" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_10.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_10" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_11.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_11" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_11.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_11" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_12.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_12" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_12.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_12" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_13.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_13" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_13.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_13" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_14.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_14" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_14.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_14" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_15.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_15" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_15.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_15" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_16.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_16" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_16.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_16" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_17.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_17" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_17.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_17" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_18.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_18" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_18.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_18" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_19.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_19" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_19.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_19" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_20.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_20" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_20.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_20" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_21.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_21" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_21.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_21" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_22.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_22" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_22.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_22" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_23.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_23" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_23.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_23" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_24.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_24" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_24.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_24" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_interior_colormap_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_interior_colormap_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_interior_colormap_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_interior_colormap_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_interior_colormap_1.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_interior_colormap_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_interior_colormap_1.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_interior_colormap_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_interior_colormap_2.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_interior_colormap_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_interior_colormap_2.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_interior_colormap_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_interior_colormap_3.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_interior_colormap_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_interior_colormap_3.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_interior_colormap_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_contour_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_contour_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_contour_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_contour_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_contour_1.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_contour_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_contour_1.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_contour_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_contour_2.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_contour_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_contour_2.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_contour_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_contour_3.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_contour_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_contour_3.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_contour_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_contour_4.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_contour_4" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_contour_4.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_contour_4" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_25.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_25" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_25.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_25" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_26.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_26" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_26.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_26" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_27.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_27" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_27.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_27" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_28.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_28" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_28.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_28" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_29.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_29" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_29.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_29" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_30.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_30" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_30.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_30" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedim_31.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedim_31" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedim_31.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedim_31" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_1.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_1.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_2.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_2.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_3.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_3.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_1.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_1.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_2.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_2.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_3.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_3.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_4.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_4" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_4.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_4" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_5.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_5" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_5.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_5" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_6.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_6" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_6.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_6" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_7.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_7" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_7.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_7" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_threedimaxis_8.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_threedimaxis_8" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_threedimaxis_8.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_threedimaxis_8" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_4.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_4" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_4.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_4" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_5.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_5" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_5.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_5" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_nodes_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_nodes_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_nodes_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_nodes_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_nodes_1.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_nodes_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_nodes_1.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_nodes_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_nodes_2.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_nodes_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_nodes_2.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_nodes_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplereference_nodes_3.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplereference_nodes_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXreference_nodes_3.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXreference_nodes_3" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplepatchplot_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplepatchplot_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXpatchplot_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXpatchplot_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplepolar_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplepolar_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXpolar_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXpolar_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplememspeed_0.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplememspeed_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXmemspeed_0.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXmemspeed_0" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplememspeed_1.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplememspeed_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXmemspeed_1.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXmemspeed_1" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" -figures/expensiveexamplememspeed_2.pdf: - pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexamplememspeed_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" +figures/expensiveexampleXmemspeed_2.pdf: + pdflatex -shell-escape -halt-on-error -interaction=batchmode -jobname "figures/expensiveexampleXmemspeed_2" "\def\tikzexternalrealjob{pgfplots}\input{pgfplots}" diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.pdf b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.pdf Binary files differindex 8abcdab378e..810470436bf 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.pdf +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.pdf diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.preamble.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.preamble.tex index ec147b226ab..e4bf27ee3c8 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.preamble.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.preamble.tex @@ -89,12 +89,6 @@ \usepackage{textcomp} \usepackage{booktabs} -\IfFileExists{ocg.sty}{% - \usepackage{ocg}% -}{% - \usepackage{pgfplots_ocg_copy}% -} - \usepackage{calc} \usepackage[formats]{listings} %\usepackage{courier} % don't use it - the '^' character can't be copy-pasted in courier @@ -145,11 +139,22 @@ \usepackage{nicefrac} \input{pgfplots-macros} +\makeatletter +\@ifpackageloaded{tex4ht}{ +}{% + \IfFileExists{ocg.sty}{% + \usepackage{ocg}% + }{% + \usepackage{pgfplots_ocg_copy}% + } +}% +\makeatother + \usepackage{nicefrac} \graphicspath{{figures/}} -\def\preambleconfig{width=7cm,compat=1.6} +\def\preambleconfig{width=7cm,compat=1.7} \expandafter\pgfplotsset\expandafter{\preambleconfig} diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.preliminaries.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.preliminaries.tex new file mode 100644 index 00000000000..b3c7384d94c --- /dev/null +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.preliminaries.tex @@ -0,0 +1,148 @@ +\section[About PGFPlots: Preliminaries]{About {\normalfont\PGFPlots}: Preliminaries} +This section contains information about upgrades, the team, the installation (in case you need to do it manually) and troubleshooting. You may skip it completely except for the upgrade remarks. + +\PGFPlots\ is built completely on \Tikz/\PGF. Knowledge of \Tikz\ will simplify the work with \PGFPlots, although it is not required. + +However, note that this library requires at least \PGF\ version $2.10$. At the time of this writing, many \TeX-distributions still contain the older \PGF\ version $1.18$, so it may be necessary to install a recent \PGF\ prior to using \PGFPlots. + +\subsection{Components} +\PGFPlots\ comes with two components: +\begin{enumerate} + \item the plotting component (which you are currently reading) and + \item the \PGFPlotstable\ component which simplifies number formatting and postprocessing of numerical tables. It comes as a separate package and has its own manual \href{file:pgfplotstable.pdf}{pgfplotstable.pdf}. +\end{enumerate} + +\subsection{Upgrade remarks} +This release provides a lot of improvements which can be found in all detail in \texttt{ChangeLog} for interested readers. However, some attention is useful with respect to the following changes. + +\subsubsection{New Optional Features} +\PGFPlots\ has been written with backwards compatibility in mind: old \TeX\ files should compile without modifications and without changes in the appearance. However, new features occasionally lead to a different behavior. In such a case, \PGFPlots\ will deactivate the new feature\footnote{In case of broken backwards compatibility, we apologize -- and ask you to submit a bug report. We will take care of it.}. + +Any new features or bugfixes which cause backwards compatibility problems need to be activated \emph{manually} and \emph{explicitly}. In order to do so, you should use +\begin{codeexample}[code only] +\usepackage{pgfplots} +\pgfplotsset{compat=1.6} +\end{codeexample} +\noindent in your preamble. This will configure the compatibility layer. + +You should have at least |compat=1.3|. The suggested value is printed to the |.log| file after running \TeX. + +Here is a list of changes introduced in recent versions of \PGFPlots: +\begin{enumerate} + \item \PGFPlots\ 1.6 added new options for more accurate scaling and more scaling options for |\addplot3 graphics|. These are enabled with |compat=1.6| or higher. + + \item \PGFPlots\ 1.5.1 interpretes circle- and ellipse radii as \PGFPlots\ coordinates (older versions used \pgfname\ unit vectors which have no direct relation to \PGFPlots). In other words: starting with version 1.5.1, it is possible to write |\draw circle[radius=5]| inside of an axis. This requires |\pgfplotsset{compat=1.5.1}| or higher. + + Without this compatibility setting, circles and ellipses use low--level canvas units of \pgfname\ as in earlier versions. + + \item \PGFPlots\ 1.5 uses |log origin=0| as default (which influences logarithmic bar plots or stacked logarithmic plots). Older versions keep |log origin=infty|. This requires |\pgfplotsset{compat=1.5}| or higher. + + \item \PGFPlots\ 1.4 has fixed several smaller bugs which might produce differences of about $1$--$2\text{pt}$ compared to earlier releases. This requires |\pgfplotsset{compat=1.4}| or higher. + + \item \PGFPlots\ 1.3 comes with user interface improvements. The technical distinction between ``behavior options'' and ``style options'' of older versions is no longer necessary (although still fully supported). + + This is always activated. + + \item \PGFPlots\ 1.3 has a new feature which allows to \emph{move axis labels tight to tick labels} automatically. This is strongly recommended. It requires |\pgfplotsset{compat=1.3}| or higher. + + Since this affects the spacing, it is not enabled be default. + + \item \PGFPlots\ 1.3 supports reversed axes. It is no longer necessary to use workarounds with negative units. +\pgfkeys{/pdflinks/search key prefixes in/.add={/pgfplots/,}{}} + + Take a look at the |x dir=reverse| key. + + Existing workarounds will still function properly. Use |\pgfplotsset{compat=1.3}| or higher together with |x dir=reverse| to switch to the new version. +\end{enumerate} + +\subsubsection{Old Features Which May Need Attention} +\begin{enumerate} + \item The |scatter/classes| feature produces proper legends as of version 1.3. This may change the appearance of existing legends of plots with |scatter/classes|. + + \item Starting with \PGFPlots\ $1.1$, |\tikzstyle| should \emph{no longer be used} to set \PGFPlots\ options. + + Although |\tikzstyle| is still supported for some older \PGFPlots\ options, you should replace any occurance of |\tikzstyle| with |\pgfplotsset{|\meta{style name}|/.style={|\meta{key-value-list}|}}| or the associated |/.append style| variant. See Section~\ref{sec:styles} for more detail. +\end{enumerate} +I apologize for any inconvenience caused by these changes. + +\begin{pgfplotskey}{compat=\mchoice{1.6,1.5.1,1.5,1.4,1.3,pre 1.3,default} (initially default)} + The preamble configuration +\begin{codeexample}[code only] +\usepackage{pgfplots} +\pgfplotsset{compat=1.6} +\end{codeexample} + allows to choose between backwards compatibility and most recent features. + + Occasionally, you might want to use different versions in the same document. Then, provide +\begin{codeexample}[code only] +\begin{figure} + \pgfplotsset{compat=1.4} + ... + \caption{...} +\end{figure} +\end{codeexample} + \noindent in order to restrict the compatibility setting to the actual context (in this case, the |figure| environment). + + The the output of your |.log| file to see the suggested value for |compat|. + + Use |\pgfplotsset{compat=default}| to restore the factory settings. + + Although typically unnecessary, it is also possible to activate only selected changes and keep compatibility to older versions in general: + \begin{pgfplotskeylist}{% + compat/path replacement=\meta{version},% + compat/labels=\meta{version},% + compat/scaling=\meta{version},% + compat/scale mode=\meta{version},% + compat/empty line=\meta{version},% + compat/plot3graphics=\meta{version},% + compat/general=\meta{version}% + } + Let us assume that we have a document with |\pgfplotsset{compat=1.3}| and you want to keep it this way. + + In addition, you realized that version 1.5.1 supports circles and ellipses. Then, use +\begin{codeexample}[] +% preamble: +\pgfplotsset{compat=1.3,compat/path replacement=1.5.1} +\begin{tikzpicture} +\begin{axis}[ + extra x ticks={-2,2}, + extra y ticks={-2,2}, + extra tick style={grid=major}] + \addplot {x}; + \draw (axis cs:0,0) circle[radius=2]; +\end{axis} +\end{tikzpicture} +\end{codeexample} + + All of these keys accept the possible values of the |compat| key. + + The |compat/path replacement| key controls how radii of circles and ellipses are interpreted. + + The |compat/labels| key controls how axis labels are aligned: either uses adjacent to ticks or with an absolute offset. + + The |compat/scaling| key controls some bugfixes introduced in version 1.4 and 1.6: they might introduce slight scaling differences in order to improve the accuracy. + + The |compat/plot3graphics| controls new features for |\addplot3 graphics|. + + The |compat/scale mode| allows to enable/disable the warning ``The content of your 3d axis has CHANGED compared to previous versions'' because the |axis equal| and |unit vector ratio| features where broken for all versions before~1.6 and have been fixed in~1.6. + + The |compat/empty line| allows to write empty lines into input files in order to generate a jump. This requires |compat=1.4| or newer. See |empty line| for details. + + The |compat/general| key currently only activates |log origin|. + + The detailed effects can be seen on the beginning of this section. + \end{pgfplotskeylist} + + The value \meta{version} can be |default|, |pre 1.3|, |1.3|, |1.4|, |1.5|, |1.5.1|, |1.6|, and |newest|. The value |default| is the same as |pre 1.3| (up to insignificant changes). The use of |newest| is strongly \emph{discouraged}: it might cause changes in your document, depending on the current version of \PGFPlots. Please inspect your |.log| file to see suggestions for the best possible version. +\end{pgfplotskey} + +\subsection{The Team} +\PGFPlots\ has been written mainly by Christian Feuersänger with many improvements of Pascal Wolkotte and Nick Papior Andersen as a spare time project. We hope it is useful and provides valuable plots. + +If you are interested in writing something but don't know how, consider reading the auxiliary manual \href{file:TeX-programming-notes.pdf}{TeX-programming-notes.pdf} which comes with \PGFPlots. It is far from complete, but maybe it is a good starting point (at least for more literature). + +\subsection{Acknowledgements} +I thank God for all hours of enjoyed programming. I thank Pascal Wolkotte and Nick Papior Andersen for their programming efforts and contributions as part of the development team. I thank J\"urnjakob Dugge for his contribution of |hist/density|, matlab scripts for \verbpdfref{\addplot3} |graphics|, excellent user forum help and helpful bug reports. I thank Stefan Tibus, who contributed the |plot shell| feature. I thank Tom Cashman for the contribution of the |reverse legend| feature. Special thanks go to Stefan Pinnow whose tests of \PGFPlots\ lead to numerous quality improvements. Furthermore, I thank Dr.~Schweitzer for many fruitful discussions and Dr.~Meine for his ideas and suggestions. Special thanks go to Markus B\"ohning for proof-reading all the manuals of \PGF, \PGFPlots, and \PGFPlotstable. Thanks as well to the many international contributors who provided feature requests or identified bugs or simply improvements of the manual! + +Last but not least, I thank Till Tantau and Mark Wibrow for their excellent graphics (and more) package \PGF\ and \Tikz, which is the base of \PGFPlots. + diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.2dplots.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.2dplots.tex index a35ef1b049f..16162db494a 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.2dplots.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.2dplots.tex @@ -176,7 +176,7 @@ coordinates Here |xbar| yields |/pgfplots/xbar| because it is an argument to the axis, not to a single plot. For bar plots, it is quite common to provide textual coordinates or even descriptive nodes near the bars. - This can be realized using the |symbolix y coords| and |nodes near coords| keys, respectively: + This can be implemented using the keys |symbolic y coords| and |nodes near coords|, respectively: \begin{codeexample}[] \begin{tikzpicture} \begin{axis}[ @@ -385,12 +385,46 @@ Here, |ybar| yields |/pgfplots/ybar| because it is an argument to the axis, not \end{pgfplotskey} -\begin{key}{/pgf/bar width=\marg{dimension} (initially 10pt)} +\begin{key}{/pgf/bar width=\marg{dimension or unit} (initially 10pt)} Configures the width used by |xbar| and |ybar|. It is accepted to provide mathematical expressions. + + As of \PGFPlots\ 1.7, it is allows to provide an \emph{unit} as |bar width|. In this case, the |bar width| will be interpreted as axis unit: +\begin{codeexample}[] +\begin{tikzpicture} +\begin{axis}[ + xbar=0pt,% space of 0pt between adjacent bars + bar width=2, + width=7cm, + height=12cm, + minor y tick num=4, + ytick=data, + enlargelimits=0.15] +\addplot +coordinates + {(10,5) (15,10) (5,15) (24,20) (30,25)}; +\addplot +coordinates + {(3,5) (5,10) (15,15) (20,20) (35,25)}; +\end{axis} +\end{tikzpicture} +\end{codeexample} + In order to interprete arguments as units, you have to write |\pgfplotsset{compat=1.7}| (or newer) into your preamble. Older versions will implicitly append the |pt| suffix if the argument is no dimension. + + \begin{command}{\pgfplotbarwidth} + A mathematical expression which results in the fully computed value of |bar width| (i.e.\ it includes any unit computations). + \end{command} + + Note that you may need to |enlargelimits| in order to see the complete bar -- \PGFPlots\ will not automatically update the axis limits to respect |bar width|. \end{key} -\begin{key}{/pgf/bar shift=\marg{dimension} (initially 0pt)} +\begin{key}{/pgf/bar shift=\marg{dimension or unit} (initially 0pt)} Configures a shift for |xbar| and |ybar|. Use |bar shift| together with |bar width| to draw multiple bar plots into the same axis. It is accepted to provide mathematical expressions. + + As of \PGFPlots\ 1.7, it is allows to provide an \emph{unit} as |bar shift|. In this case, the |bar shift| will be interpreted as axis unit. + \begin{command}{\pgfplotbarshift} + A mathematical expression which results in the fully computed value of |bar shift| (i.e.\ it includes any unit computations). + \end{command} + Note that you may need to |enlargelimits| in order to see the complete bar -- \PGFPlots\ will not automatically update the axis limits to respect |bar shift|. \end{key} diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.3dplots.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.3dplots.tex index b1a41674b22..b06207ff078 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.3dplots.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.3dplots.tex @@ -903,6 +903,8 @@ As mentioned, you can use any of the \PGFPlots\ input methods as long as it yiel All this invocation of |gnuplot|, including input/output file management is transparent to the user. It only requires two things: first of all, it requires matrix data as input\footnote{Note that \texttt{contour gnuplot} processes the input stream only once. Consequently, the temporary file will contain only information which was available before the first point has been seen. The example above works because it contains |empty line|s as end-of-scanline markers. If you do not provide such markers, you may need to provide two of the three options \texttt{mesh/rows}, \texttt{mesh/cols}, or \texttt{mesh/num points}.}. Second, it requires you to enable system calls. Consider the documentation for \verbpdfref{plot gnuplot} for how to enable system calls. + Note that the $z$ coordinate of the data which is communicated to |gnuplot| is the current value of |point meta|. This allows to generate contours on two columns only and has more freedom. See also the |contour external/output point meta| key. + There are several fine-tuning parameters of the input/output file management, and it is even possible to invoke different programs than |gnuplot| (even |matlab|). These details are discussed at the end of this section, see below at page~\pageref{key:pgfplots:contour:gnuplot}. \end{plottype} @@ -1198,6 +1200,18 @@ save 'exporteddata.dat' data -ASCII A template to generate system calls for the external program. Inside of \meta{system call}, you may use |\script| as placeholder for the filename which contains the result of |contour external/script|. \end{pgfplotskey} + \begin{pgfplotskey}{contour external/output point meta=\marg{point meta read from result of external tool} (initially empty)} + Allows to customize the |point meta| configuration which is applied to the result of the external tool. + + In |contour external|, the value of |point meta| is used to generate the \emph{input} $z$ coordinate for the external tool. + + As soon as the external tool computed contour lines, its output is read and interpreted as contour lines -- and the value of |output point meta| determines the value of |point meta| which will be used to visualize the result. + + An empty value means to use the $z$ coordinate returned by the external tool. + + Any other value is interpreted as a valid choice of |point meta|. + \end{pgfplotskey} + \begin{stylekey}{/pgfplots/contour gnuplot} \label{key:pgfplots:contour:gnuplot} The initial configuration is diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.axis-addplot.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.axis-addplot.tex index b4a4a6f5296..f6471e13210 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.axis-addplot.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.axis-addplot.tex @@ -1473,10 +1473,12 @@ Consider the following list of you encounter problems while working with \verbpd \item The image should have a ``right--handed--coordinate system'': you should be able to take your right hand, point your thumb in direction of the $x$ axis, your first finger in direction of~$y$, and your second finger in direction of the $z$~axis. If that is impossible, once of your axes is reversed and you need to communicate that to \PGFPlots\ explicitly by means of the |x dir=reverse| key (and its variants). \item There is a |debug| key to investigate what the algorithm is doing: -\begin{pgfplotskey}{plot graphics/debug=\marg{true,false} (initially false)} +\begin{pgfplotskey}{plot graphics/debug=\mchoice{true,false,visual} (initially false)} If you provide |\addplot3 graphics[debug,points={...}]|, \PGFPlots\ will provide debug information onto your terminal and into the logfile. It will also generate extra files containing the determined unit vectors and the linear system used to derive them (one such file for every |\addplot3 graphics| statement, the filename will be the graphics file name and |.dat| appended). Without the |debug| key, only the log file will contain brief information what \PGFPlots\ is doing behind the scenes. + + The choice \declaretext{true} activates log messages. The choice \declaretext{visual} activates log messages \emph{and} places some filled circles at the provided |points|. The choice \declaretext{false} disables all |debug| features. \end{pgfplotskey} \end{itemize} } diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.markers-meta.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.markers-meta.tex index a587e61b55f..c2c4ecc4048 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.markers-meta.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.markers-meta.tex @@ -1307,11 +1307,17 @@ In this case, the \emph{last} entry also needs a terminating `|\\|', but one can \subsection{Providing Color Data - Point Meta} \label{pgfplots:point:meta} -\PGFPlots\ provides features which modify plots depending on a special coordinate, the ``point meta data''. For example, scatter plots may vary marker colors, size or appearance depending on this special data. Surface and mesh plots are another example: here, the color of a surface patch (or mesh part) depends on ``point meta''. +\PGFPlots\ provides features which modify plots depending on a special coordinate, the ``point meta data''. For example, scatter plots may vary marker colors, size or appearance depending on this special data. Surface and mesh plots are another example: here, the color of a surface patch (or mesh part) depends on ``point meta''. The ``meta data'' of a node is not the position (which is given as $(x,y)$ or $(x,y,z)$). It is ``some information'' about that node; you could say: it is a specific property of the node. This is commonly called ``meta data''. -The common idea idea is to tell \PGFPlots\ how to get this data. It is not necessary to provide data explicitly -- in many cases, the data which is used to color surface patches or marker colors is the plot's $y$ or $z$ coordinate. The method used to tell \PGFPlots\ where to find ``point meta data'' is the |point meta| key. +In \PGFPlots, every node has its coordinate \emph{and} its meta data. Thus, two--dimensional plots have three values: $x$, $y$, and the |point meta| data. Three--dimensional plots have four values for each coordinate: $x$, $y$, $z$, and the |point meta|. -A further common idea is the use of color maps: if the point meta data is in the interval $[m_{\text{min}},m_{\text{max}}]$, the point meta coordinate $m = m_{\text{min}}$ will get the lowest color provided by the color map while $m=m_{\text{max}}$ will get the highest color provided by the color map. Any coordinate between this values will be mapped linearly: for example, the mean $m = 1/2 (m_{\text{max}} + m_{\text{min}})$ will get the middle color of the color map. This is why ``point meta'' is sometimes called ``color data''. +In many cases, |point meta| is interpreted to be color data. To be more precise: it is interpreted to be \emph{scalar} color data which is mapped into the |colormap| (more about this approach in the next paragraphs). However, |point meta| can be anything. Often, it is a single number as in the case of color data. That number is mapped linearly to the interval $[0,1000]$ such that $0$ corresponds to the smallest encountered value and $1000$ corresponds to the largest encountered scalar value. The mapped value is available as |\pgfplotspointmetatransformed|. This special value allows to define some property of the plot: it can be the color (together with |colormap|). It can also be the |line width| in a |mesh| plot (more precisely: the |line width| could be defined to depend on the transformed meta data). The value can also be used to define |mark size|. However, |point meta| data does not necessarily need to be a number. It can be a text label (any text that you like). This is used by |nodes near coords|, for example. It could also contain a tuple like RGB color information (which is not commonly used, however). Thus, |point meta| is really some abstract information about individual coordinates. + +Note that there is only \emph{one} |point meta| per point. See the key |visualization depends on| if you need more than one meta data value per coordinate. + +The common idea idea is to tell \PGFPlots\ how to get the meta data. It is not necessary to provide data explicitly -- in many cases, the data which is used to color surface patches or marker colors is the plot's $y$ or $z$ coordinate. The method used to tell \PGFPlots\ where to find ``point meta data'' is the |point meta| key. + +The most common use-case of |point meta| is color information: if the point meta data is in the interval $[m_{\text{min}},m_{\text{max}}]$, the point meta coordinate $m = m_{\text{min}}$ will get the lowest color provided by the color map while $m=m_{\text{max}}$ will get the highest color provided by the color map. As already mentioned, this is accomplished using |\pgfplotspointmetatransformed| $\in [0,1000]$ (per convention). Any coordinate between the smallest and largest values will be mapped linearly: for example, the mean $m = 1/2 (m_{\text{max}} + m_{\text{min}})$ will get the middle color of the color map (it will have |\pgfplotspointmetatransformed| $=500$). This is why ``point meta'' is sometimes called ``color data'' in this manual. \begin{codeexample}[] \begin{tikzpicture} diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.specifyrange.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.specifyrange.tex index b6da2d73a6d..a5013fd13b0 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.specifyrange.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.specifyrange.tex @@ -124,48 +124,43 @@ Enlarges the axis size for one axis (or all of them for |enlargelimits|) somewha You can set |xmin|, |xmax| and |ymin|, |ymax| to the minimum/maximum values of your data and |enlarge x limits| will enlarge the canvas such that the axis doesn't touch the plots. -\begin{itemize} - \item The value \declaretext{true} enlarges the lower and upper limit. - \item The value \declaretext{false} uses tight axis limits as specified by the user (or read from input coordinates). - \item The value \declaretext{auto} will enlarge limits only for axis for which axis limits have been determined automatically. + The value \declaretext{true} enlarges the lower and upper limit. - For three--dimensional figures, the \declaretext{auto} mechanism applies only for the $z$ axis. The $x$ and $y$ axis won't be enlarged. - \item The value \declaretext{upper} enlarges only the upper axis limit while \declaretext{lower} enlarges only the lower axis limit. - \item Values like `|enlarge x limits=0.1|' will enlarge lower and upper axis limit relatively (in this example, $10\%$ of the axis limits will be added on both sides). - \item It is also possible to change just the relative threshold using the \declaretext{value=}\marg{val} key. It can be combined with any of the other possible values. For example, - - |\pgfplotsset{enlarge x limits={value=0.2,upper}}| - - will enlarge (only) the upper axis limit by $20\%$ of the axis range. Another example is - - |\pgfplotsset{enlarge x limits={value=0.2,auto}}| - - which changes the default threshold of the \declaretext{auto} value to $20\%$. - \item While |value| uses relative thresholds, \declaretext{abs value} is used in the same way with absolute values. + The value \declaretext{false} uses tight axis limits as specified by the user (or read from input coordinates). - \paragraph{Attention:} |abs value| is applied \emph{multiplicative} for logarithmic axes! That means |abs value=10| for a logarithmic axis adds $\log 10$ to upper and/or lower axis limits. - - \item Finally, \declaretext{abs=}\marg{value} is the same as |true,abs value=|\marg{value} and \declaretext{rel=}\marg{value} is the same as |true,value=|\marg{value}. -\end{itemize} + The value \declaretext{auto} will enlarge limits only for axis for which axis limits have been determined automatically. + For three--dimensional figures, the \declaretext{auto} mechanism applies only for the $z$ axis. The $x$ and $y$ axis won't be enlarged. \begin{codeexample}[] \begin{tikzpicture} - \begin{axis} + \begin{axis}[small] \addplot {5 * x^3 - x^2 + 4*x -2}; \end{axis} \end{tikzpicture} \end{codeexample} + + Specifying a number \declaretext{val}ue like `|enlarge x limits=0.2|' will enlarge lower and upper axis limit relatively. The following example adds $20\%$ of the axis limits on both sides: \begin{codeexample}[] \begin{tikzpicture} - \begin{axis}[enlarge x limits=0.2] + \begin{axis}[small,enlarge x limits=0.2] \addplot {5 * x^3 - x^2 + 4*x -2}; \end{axis} \end{tikzpicture} \end{codeexample} + \noindent The choice \declaretext{rel=}\marg{value} is the same as |true,value=|\marg{value}, i.e.\ it activates relative enlargement for both |upper| and |lower| limit. + + The value \declaretext{upper} enlarges only the upper axis limit while \declaretext{lower} enlarges only the lower axis limit. In this case, the amount added to the respective limit can be specified using the \declaretext{value=}\marg{val} key. It can be combined with any of the other possible values. For example, + + |\pgfplotsset{enlarge x limits={value=0.2,upper}}| + + will enlarge (only) the upper axis limit by $20\%$ of the axis range. Another example is + |\pgfplotsset{enlarge x limits={value=0.2,auto}}| + + which changes the default threshold of the \declaretext{auto} value to $20\%$. \begin{codeexample}[] \begin{tikzpicture} - \begin{axis}[minor x tick num=4, + \begin{axis}[small,minor x tick num=1, enlarge x limits={rel=0.5,upper} ] \addplot {5 * x^3 - x^2 + 4*x -2}; @@ -173,27 +168,55 @@ You can set |xmin|, |xmax| and |ymin|, |ymax| to the minimum/maximum values of y \end{tikzpicture} \end{codeexample} + + While |value| uses relative thresholds, \declaretext{abs value} accepts absolute values: it adds an absolute value to the selected axis. The choice \declaretext{abs=}\marg{value} is the same as |true,abs value=|\marg{value}, i.e.\ it adds an absolute value to both |upper| and |lower| limit: \begin{codeexample}[] \begin{tikzpicture} - \begin{axis}[minor x tick num=4, + \begin{axis}[small,minor x tick num=1, enlarge x limits={abs=3} ] \addplot {5 * x^3 - x^2 + 4*x -2}; \end{axis} \end{tikzpicture} \end{codeexample} + \noindent Here, we enlarged by $3$ units of the $x$ axis. Note that you can also specify \emph{dimensions} like |1cm|: +\begin{codeexample}[] +\begin{tikzpicture} + \begin{axis}[small,minor x tick num=1, + enlarge x limits={abs=1cm} + ] + \addplot {5 * x^3 - x^2 + 4*x -2} + coordinate[pos=0] (first) + coordinate[pos=1] (last); + + \draw[red,->] (first) -- ++(-1cm,0pt); + \draw[red,->] (last) -- ++(1cm,0pt); + \end{axis} +\end{tikzpicture} +\end{codeexample} + \noindent Technically, the use of absolute dimensions is a little bit different. For example, it allows to enlarge by more than |width| which is impossible for all other choices. \PGFPlots\ will try to fulfill both the provided |width|/|height| and the absolute axis enlargements. If it fails to do so, it will give up on |width|/|height| constraints and print a warning message to your log file. See also the key |enlargelimits respects figure size|.\index{Errors!enlargelimits respects figure size=true: could not respect the prescribed width/height} + \paragraph{Attention:} |abs value| is applied \emph{multiplicatively} for logarithmic axes! That means |abs value=10| for a logarithmic axis adds $\log 10$ to upper and/or lower axis limits. \begin{codeexample}[] \begin{tikzpicture} - \begin{loglogaxis}[enlarge x limits={abs=11}] + \begin{loglogaxis}[small,enlarge x limits={abs=11}] \addplot+[domain=1:100000] {x^-2}; \end{loglogaxis} \end{tikzpicture} \end{codeexample} - Note that |enlargelimits| is applied before any changes to axis limits are considered as part of |scale mode|: |enlargelimits| will always be applied. Afterwards, the choice |scale mode=scale uniformly| will enlarge limits once more in order to satisfy all scaling constraints. The two limit enlargements are independent of each other, i.e.\ even if you say |enlargelimits=false|, |scale mode| will still increase axis limits if this seems to be necessary. See |scale mode| (especially |scale mode=units only|) and |unit rescale keep size| for detail on how to disable limit enlargement caused by |scale mode|. + + Note that |enlargelimits| is applied before any changes to axis limits are considered as part of |scale mode|: |enlargelimits| will always be applied. Afterwards, the choice |scale mode=scale uniformly| will enlarge limits once more in order to satisfy all scaling constraints. The two limit enlargements are independent of each other, i.e.\ even if you say |enlargelimits=false|, |scale mode| will still increase axis limits if this seems to be necessary. An exception for this rule is enlarge-by-dimension, i.e.\ something like |abs=1cm| (see |enlargelimits respects figure size| for this case). + See |scale mode| (especially |scale mode=units only|) and |unit rescale keep size| for detail on how to disable limit enlargement caused by |scale mode|. \end{pgfplotsxykeylist} +\begin{pgfplotskey}{enlargelimits respects figure size=\mchoice{true,false} (initially true)} + A key which is \emph{only} used for something like |enlarge x limits={abs=1cm}|, i.e.\ for enlarge-by-dimension. It controls if \PGFPlots\ will try to respect |width|/|height|. You should probably always leave it as its default unless you run into problems. + + If \PGFPlots\ fails to respect the figure size, it will print a warning message of sorts ``enlargelimits respects figure size=true: could not respect the prescribed width/height'' to your log file\index{Errors!enlargelimits respects figure size=true: could not respect the prescribed width/height}. + +\end{pgfplotskey} + \begin{pgfplotsxykeylist}{% log origin \x=\mchoice{0,infty} (initially infty),% log origin=\mchoice{0,infty} (initially infty)}% diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.tickoptions.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.tickoptions.tex index 00cd439a0c0..e4c82f1807e 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.tickoptions.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.reference.tickoptions.tex @@ -769,11 +769,15 @@ The tick placement algorithm depends on a number of parameters which can be tune \end{pgfplotskey} \begin{pgfplotskeylist}{tickwidth=\marg{dimension} (initially 0.15cm),major tick length=\marg{dimension} (initially 0.15cm)} - Sets the length of major tick lines. + Sets the length of major tick lines. + + It can be accessed using |\pgfkeysvalueof{/pgfplots/major tick length}|. \end{pgfplotskeylist} \begin{pgfplotskeylist}{subtickwidth=\marg{dimension} (initially 0.1cm),minor tick length=\marg{dimension} (initially 0.1cm)} Sets the length of minor tick lines. + + It can be accessed using |\pgfkeysvalueof{/pgfplots/minor tick length}|. \end{pgfplotskeylist} \begin{pgfplotsxykeylist}{\x tick placement tolerance (initially 0.05pt)} diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.tex index c010a3c790c..11adc2855a6 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.tex @@ -50,7 +50,7 @@ tabsize=4, } -\pgfplotsmanualexternalexpensivetrue +\pgfplotsmanualenableexternalizationofexpensive %\usetikzlibrary{external} %\tikzexternalize[prefix=figures/]{pgfplots} @@ -62,7 +62,7 @@ %\\{\small Attention: you are using an unstable development version.} } -%\includeonly{pgfplots.reference,pgfplots.basic.reference} +%\includeonly{pgfplots.intro} \begin{document} @@ -99,172 +99,10 @@ (1496065,4.670e-05) }; }% -\maketitle -\begin{abstract}% -\PGFPlots\ draws high--quality function plots in normal or logarithmic scaling with a user-friendly interface directly in \TeX. The user supplies axis labels, legend entries and the plot coordinates for one or more plots and \PGFPlots\ applies axis scaling, computes any logarithms and axis ticks and draws the plots. It supports line plots, scatter plots, piecewise constant plots, bar plots, area plots, mesh-- and surface plots, patch plots, contour plots, quiver plots, histogram plots, polar axes, ternary diagrams, smith charts and some more. It is based on Till Tantau's package \PGF/\Tikz. -\end{abstract} -\tableofcontents -\section{Introduction} -This package provides tools to generate plots and labeled axes easily. It draws normal plots, logplots and semi-logplots, in two and three dimensions. Axis ticks, labels, legends (in case of multiple plots) can be added with key-value options. It can cycle through a set of predefined line/marker/color specifications. In summary, its purpose is to simplify the generation of high-quality function and/or data plots, and solving the problems of -\begin{itemize} - \item consistency of document and font type and font size, - \item direct use of \TeX\ math mode in axis descriptions, - \item consistency of data and figures (no third party tool necessary), - \item inter-document consistency using preamble configurations and styles. -\end{itemize} -Although not necessary, separate |.pdf| or |.eps| graphics can be generated using the |external| library developed as part of \Tikz. -You are invited to use \PGFPlots\ for visualization of medium sized data sets in two and three dimensions. - - -\section[About PGFPlots: Preliminaries]{About {\normalfont\PGFPlots}: Preliminaries} -This section contains information about upgrades, the team, the installation (in case you need to do it manually) and troubleshooting. You may skip it completely except for the upgrade remarks. - -\PGFPlots\ is built completely on \Tikz/\PGF. Knowledge of \Tikz\ will simplify the work with \PGFPlots, although it is not required. - -However, note that this library requires at least \PGF\ version $2.10$. At the time of this writing, many \TeX-distributions still contain the older \PGF\ version $1.18$, so it may be necessary to install a recent \PGF\ prior to using \PGFPlots. - -\subsection{Components} -\PGFPlots\ comes with two components: -\begin{enumerate} - \item the plotting component (which you are currently reading) and - \item the \PGFPlotstable\ component which simplifies number formatting and postprocessing of numerical tables. It comes as a separate package and has its own manual \href{file:pgfplotstable.pdf}{pgfplotstable.pdf}. -\end{enumerate} - -\subsection{Upgrade remarks} -This release provides a lot of improvements which can be found in all detail in \texttt{ChangeLog} for interested readers. However, some attention is useful with respect to the following changes. - -\subsubsection{New Optional Features} -\PGFPlots\ has been written with backwards compatibility in mind: old \TeX\ files should compile without modifications and without changes in the appearance. However, new features occasionally lead to a different behavior. In such a case, \PGFPlots\ will deactivate the new feature\footnote{In case of broken backwards compatibility, we apologize -- and ask you to submit a bug report. We will take care of it.}. - -Any new features or bugfixes which cause backwards compatibility problems need to be activated \emph{manually} and \emph{explicitly}. In order to do so, you should use -\begin{codeexample}[code only] -\usepackage{pgfplots} -\pgfplotsset{compat=1.6} -\end{codeexample} -\noindent in your preamble. This will configure the compatibility layer. - -You should have at least |compat=1.3|. The suggested value is printed to the |.log| file after running \TeX. - -Here is a list of changes introduced in recent versions of \PGFPlots: -\begin{enumerate} - \item \PGFPlots\ 1.6 added new options for more accurate scaling and more scaling options for |\addplot3 graphics|. These are enabled with |compat=1.6| or higher. - - \item \PGFPlots\ 1.5.1 interpretes circle- and ellipse radii as \PGFPlots\ coordinates (older versions used \pgfname\ unit vectors which have no direct relation to \PGFPlots). In other words: starting with version 1.5.1, it is possible to write |\draw circle[radius=5]| inside of an axis. This requires |\pgfplotsset{compat=1.5.1}| or higher. - - Without this compatibility setting, circles and ellipses use low--level canvas units of \pgfname\ as in earlier versions. - - \item \PGFPlots\ 1.5 uses |log origin=0| as default (which influences logarithmic bar plots or stacked logarithmic plots). Older versions keep |log origin=infty|. This requires |\pgfplotsset{compat=1.5}| or higher. - - \item \PGFPlots\ 1.4 has fixed several smaller bugs which might produce differences of about $1$--$2\text{pt}$ compared to earlier releases. This requires |\pgfplotsset{compat=1.4}| or higher. - - \item \PGFPlots\ 1.3 comes with user interface improvements. The technical distinction between ``behavior options'' and ``style options'' of older versions is no longer necessary (although still fully supported). - - This is always activated. - - \item \PGFPlots\ 1.3 has a new feature which allows to \emph{move axis labels tight to tick labels} automatically. This is strongly recommended. It requires |\pgfplotsset{compat=1.3}| or higher. - - Since this affects the spacing, it is not enabled be default. - - \item \PGFPlots\ 1.3 supports reversed axes. It is no longer necessary to use workarounds with negative units. -\pgfkeys{/pdflinks/search key prefixes in/.add={/pgfplots/,}{}} - - Take a look at the |x dir=reverse| key. - - Existing workarounds will still function properly. Use |\pgfplotsset{compat=1.3}| or higher together with |x dir=reverse| to switch to the new version. -\end{enumerate} - -\subsubsection{Old Features Which May Need Attention} -\begin{enumerate} - \item The |scatter/classes| feature produces proper legends as of version 1.3. This may change the appearance of existing legends of plots with |scatter/classes|. - - \item Starting with \PGFPlots\ $1.1$, |\tikzstyle| should \emph{no longer be used} to set \PGFPlots\ options. - - Although |\tikzstyle| is still supported for some older \PGFPlots\ options, you should replace any occurance of |\tikzstyle| with |\pgfplotsset{|\meta{style name}|/.style={|\meta{key-value-list}|}}| or the associated |/.append style| variant. See Section~\ref{sec:styles} for more detail. -\end{enumerate} -I apologize for any inconvenience caused by these changes. - -\begin{pgfplotskey}{compat=\mchoice{1.6,1.5.1,1.5,1.4,1.3,pre 1.3,default} (initially default)} - The preamble configuration -\begin{codeexample}[code only] -\usepackage{pgfplots} -\pgfplotsset{compat=1.6} -\end{codeexample} - allows to choose between backwards compatibility and most recent features. - - Occasionally, you might want to use different versions in the same document. Then, provide -\begin{codeexample}[code only] -\begin{figure} - \pgfplotsset{compat=1.4} - ... - \caption{...} -\end{figure} -\end{codeexample} - \noindent in order to restrict the compatibility setting to the actual context (in this case, the |figure| environment). - - The the output of your |.log| file to see the suggested value for |compat|. - - Use |\pgfplotsset{compat=default}| to restore the factory settings. - - Although typically unnecessary, it is also possible to activate only selected changes and keep compatibility to older versions in general: - \begin{pgfplotskeylist}{% - compat/path replacement=\meta{version},% - compat/labels=\meta{version},% - compat/scaling=\meta{version},% - compat/scale mode=\meta{version},% - compat/empty line=\meta{version},% - compat/plot3graphics=\meta{version},% - compat/general=\meta{version}% - } - Let us assume that we have a document with |\pgfplotsset{compat=1.3}| and you want to keep it this way. - - In addition, you realized that version 1.5.1 supports circles and ellipses. Then, use -\begin{codeexample}[] -% preamble: -\pgfplotsset{compat=1.3,compat/path replacement=1.5.1} -\begin{tikzpicture} -\begin{axis}[ - extra x ticks={-2,2}, - extra y ticks={-2,2}, - extra tick style={grid=major}] - \addplot {x}; - \draw (axis cs:0,0) circle[radius=2]; -\end{axis} -\end{tikzpicture} -\end{codeexample} - - All of these keys accept the possible values of the |compat| key. - - The |compat/path replacement| key controls how radii of circles and ellipses are interpreted. - - The |compat/labels| key controls how axis labels are aligned: either uses adjacent to ticks or with an absolute offset. - - The |compat/scaling| key controls some bugfixes introduced in version 1.4 and 1.6: they might introduce slight scaling differences in order to improve the accuracy. - - The |compat/plot3graphics| controls new features for |\addplot3 graphics|. - - The |compat/scale mode| allows to enable/disable the warning ``The content of your 3d axis has CHANGED compared to previous versions'' because the |axis equal| and |unit vector ratio| features where broken for all versions before~1.6 and have been fixed in~1.6. - - The |compat/empty line| allows to write empty lines into input files in order to generate a jump. This requires |compat=1.4| or newer. See |empty line| for details. - - The |compat/general| key currently only activates |log origin|. - - The detailed effects can be seen on the beginning of this section. - \end{pgfplotskeylist} - - The value \meta{version} can be |default|, |pre 1.3|, |1.3|, |1.4|, |1.5|, |1.5.1|, |1.6|, and |newest|. The value |default| is the same as |pre 1.3| (up to insignificant changes). The use of |newest| is strongly \emph{discouraged}: it might cause changes in your document, depending on the current version of \PGFPlots. Please inspect your |.log| file to see suggestions for the best possible version. -\end{pgfplotskey} - -\subsection{The Team} -\PGFPlots\ has been written mainly by Christian Feuersänger with many improvements of Pascal Wolkotte and Nick Papior Andersen as a spare time project. We hope it is useful and provides valuable plots. - -If you are interested in writing something but don't know how, consider reading the auxiliary manual \href{file:TeX-programming-notes.pdf}{TeX-programming-notes.pdf} which comes with \PGFPlots. It is far from complete, but maybe it is a good starting point (at least for more literature). - -\subsection{Acknowledgements} -I thank God for all hours of enjoyed programming. I thank Pascal Wolkotte and Nick Papior Andersen for their programming efforts and contributions as part of the development team. I thank J\"urnjakob Dugge for his contribution of |hist/density|, matlab scripts for \verbpdfref{\addplot3} |graphics|, excellent user forum help and helpful bug reports. I thank Stefan Tibus, who contributed the |plot shell| feature. I thank Tom Cashman for the contribution of the |reverse legend| feature. Special thanks go to Stefan Pinnow whose tests of \PGFPlots\ lead to numerous quality improvements. Furthermore, I thank Dr.~Schweitzer for many fruitful discussions and Dr.~Meine for his ideas and suggestions. Special thanks go to Markus B\"ohning for proof-reading all the manuals of \PGF, \PGFPlots, and \PGFPlotstable. Thanks as well to the many international contributors who provided feature requests or identified bugs or simply improvements of the manual! - -Last but not least, I thank Till Tantau and Mark Wibrow for their excellent graphics (and more) package \PGF\ and \Tikz, which is the base of \PGFPlots. +\include{pgfplots.title_abstract_intro} +\include{pgfplots.preliminaries}% \include{pgfplots.install}% \include{pgfplots.intro}% \include{pgfplots.reference}% diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.title_abstract_intro.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.title_abstract_intro.tex new file mode 100644 index 00000000000..d51a79fa581 --- /dev/null +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.title_abstract_intro.tex @@ -0,0 +1,17 @@ +\maketitle +\begin{abstract}% +\PGFPlots\ draws high--quality function plots in normal or logarithmic scaling with a user-friendly interface directly in \TeX. The user supplies axis labels, legend entries and the plot coordinates for one or more plots and \PGFPlots\ applies axis scaling, computes any logarithms and axis ticks and draws the plots. It supports line plots, scatter plots, piecewise constant plots, bar plots, area plots, mesh-- and surface plots, patch plots, contour plots, quiver plots, histogram plots, polar axes, ternary diagrams, smith charts and some more. It is based on Till Tantau's package \PGF/\Tikz. +\end{abstract} +\tableofcontents +\section{Introduction} +This package provides tools to generate plots and labeled axes easily. It draws normal plots, logplots and semi-logplots, in two and three dimensions. Axis ticks, labels, legends (in case of multiple plots) can be added with key-value options. It can cycle through a set of predefined line/marker/color specifications. In summary, its purpose is to simplify the generation of high-quality function and/or data plots, and solving the problems of +\begin{itemize} + \item consistency of document and font type and font size, + \item direct use of \TeX\ math mode in axis descriptions, + \item consistency of data and figures (no third party tool necessary), + \item inter-document consistency using preamble configurations and styles. +\end{itemize} +Although not necessary, separate |.pdf| or |.eps| graphics can be generated using the |external| library developed as part of \Tikz. + +You are invited to use \PGFPlots\ for visualization of medium sized data sets in two and three dimensions. + diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage.pdf b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage.pdf Binary files differnew file mode 100644 index 00000000000..0cc6dc1242e --- /dev/null +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage.pdf diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage.tex new file mode 100644 index 00000000000..9c7914eadad --- /dev/null +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage.tex @@ -0,0 +1,78 @@ +\documentclass[a4paper]{article} + +\usepackage{pgfplots} + +\pgfplotsset{compat=newest} + +\begin{document} + +\begin{tikzpicture} + \begin{axis}[ + point meta rel=per plot, + filter discard warning=false, + ] + \addplot3[surf,domain=0:1] { + x+y + + 0.8*sin(x*360)*x*(1-y) + + 0.4*(-sin(x*360)-sin(y*300))*(x+0.1)^2*(y+0.4)^2 + + exp(-((x-0.2)^2 + (y-0.7)^2)*10)*0.8 + }; + \addplot3[red, + %-------------------------------------------------- + % quiver={ + % u=0, + % v=1, + % w=1-0.8*sin(1*360) , + % }, + %-------------------------------------------------- + variable=\t, + domain=0:1,samples y=0] + (1.03,t,{ + 1+t + + 0.8*sin(1*360)*1*(1-t) + + 0.4*(-sin(1*360)-sin(t*300))*(1+0.1)^2*(t+0.4)^2 + + exp(-((1-0.2)^2 + (t-0.7)^2)*10)*0.8 + }); + %\tracingmacros=2 \tracingcommands=2 + \addplot3[contour gnuplot={ + number=9, + labels=false, + output point meta=rawz, % override the z filter + }, + z filter/.code={% + \ifdim##1pt<0.15pt % + \def\pgfmathresult{}% skip incomplete contour + \else + \def\pgfmathresult{3}% fix complete contour plot at a specific level + \fi + }, + domain=-0.3:0.6, domain y=-0.2:1.1, + colormap/hot, + ] + { + + exp(-((x-0.2)^2 + (y-0.7)^2)*10)*0.8 + }; + + \addplot3[->,blue,domain=4:5*pi,variable=\t,samples=60,samples y=0] + ({sin(deg(t))*(1-t/5/pi)*0.3 + 0.2}, + {cos(deg(t))*(1-t/5/pi)*0.15 + 0.7}, + {3*t/(5*pi)}); + + \addplot3[quiver={ + % deg'(t) !? + u= cos(deg(t)) * (1-t/5/pi)*0.3 - sin(deg(t)) *0.3 /5/pi, + v=-sin(deg(t)) * (1-t/5/pi)*0.15- cos(deg(t)) *0.15/5/pi, + w=3/5/pi, + scale arrows=1.5, + }, + red, + -stealth, + variable=\t, + domain=4:5*pi,samples=5,samples y=0] + ({sin(deg(t))*(1-t/5/pi)*0.3 + 0.2}, + {cos(deg(t))*(1-t/5/pi)*0.15 + 0.7}, + {3*t/(5*pi)}); + \end{axis} +\end{tikzpicture} +\end{document} + diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.dat b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.dat new file mode 100644 index 00000000000..1619a6f06a7 --- /dev/null +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.dat @@ -0,0 +1,649 @@ +-3.0e-1 -2.0e-1 1.99317627e-5 1.99317627e-5 +-2.625e-1 -2.0e-1 2.85958008e-5 2.85958008e-5 +-2.25e-1 -2.0e-1 3.98880615e-5 3.98880615e-5 +-1.875e-1 -2.0e-1 5.40964233e-5 5.40964233e-5 +-1.5e-1 -2.0e-1 7.13310669e-5 7.13310669e-5 +-1.125e-1 -2.0e-1 9.144519e-5 9.144519e-5 +-7.5e-2 -2.0e-1 1.13985596e-4 1.13985596e-4 +-3.75e-2 -2.0e-1 1.3813855e-4 1.3813855e-4 +0.0e0 -2.0e-1 1.62767578e-4 1.62767578e-4 +3.75e-2 -2.0e-1 1.86469727e-4 1.86469727e-4 +7.5e-2 -2.0e-1 2.07694702e-4 2.07694702e-4 +1.125e-1 -2.0e-1 2.24924316e-4 2.24924316e-4 +1.5e-1 -2.0e-1 2.36825806e-4 2.36825806e-4 +1.875e-1 -2.0e-1 2.4244397e-4 2.4244397e-4 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1.24024048e-1 +7.5e-2 1.099984e0 1.3818396e-1 1.3818396e-1 +1.125e-1 1.099984e0 1.49631958e-1 1.49631958e-1 +1.5e-1 1.099984e0 1.57560059e-1 1.57560059e-1 +1.875e-1 1.099984e0 1.61312012e-1 1.61312012e-1 +2.25e-1 1.099984e0 1.60511963e-1 1.60511963e-1 +2.625e-1 1.099984e0 1.55312012e-1 1.55312012e-1 +3.0e-1 1.099984e0 1.46192017e-1 1.46192017e-1 +3.375e-1 1.099984e0 1.3370398e-1 1.3370398e-1 +3.75e-1 1.099984e0 1.18895996e-1 1.18895996e-1 +4.125e-1 1.099984e0 1.0281604e-1 1.0281604e-1 +4.5e-1 1.099984e0 8.6416016e-2 8.6416016e-2 +4.875e-1 1.099984e0 7.06788574e-2 7.06788574e-2 +5.25e-1 1.099984e0 5.61742798e-2 5.61742798e-2 +5.625e-1 1.099984e0 4.34080322e-2 4.34080322e-2 +6.0e-1 1.099984e0 3.26125366e-2 3.26125366e-2 diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.script b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.script new file mode 100644 index 00000000000..e88b7251573 --- /dev/null +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.script @@ -0,0 +1 @@ +unset surface; set cntrparam levels 9; set contour; set table "pgfplots.titlepage_contourtmp0.table"; splot "pgfplots.titlepage_contourtmp0.dat"; diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.table b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.table new file mode 100644 index 00000000000..4a0def29330 --- /dev/null +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplots.titlepage_contourtmp0.table @@ -0,0 +1,351 @@ + +# Surface 0 of 1 surfaces + +# Curve title: ""pgfplots.titlepage_contourtmp0.dat"" +# Contour 0, label: 0.7 + 0.1125 0.775467 0.7 + 0.112047 0.774988 0.7 + 0.0873021 0.720822 0.7 + 0.0904578 0.666656 0.7 + 0.1125 0.628177 0.7 + 0.126374 0.61249 0.7 + 0.15 0.597805 0.7 + 0.1875 0.58741 0.7 + 0.225 0.589459 0.7 + 0.2625 0.604158 0.7 + 0.273885 0.61249 0.7 + 0.3 0.64755 0.7 + 0.309841 0.666656 0.7 + 0.312747 0.720822 0.7 + 0.3 0.75183 0.7 + 0.286413 0.774988 0.7 + 0.2625 0.794509 0.7 + 0.225 0.810552 0.7 + 0.1875 0.81282 0.7 + 0.15 0.801429 0.7 + 0.1125 0.775467 0.7 + + +# Contour 1, label: 0.6 + 0.1125 0.844313 0.6 + 0.0911801 0.829154 0.6 + 0.075 0.812552 0.6 + 0.0483615 0.774988 0.6 + 0.0375 0.741495 0.6 + 0.0318023 0.720822 0.6 + 0.033778 0.666656 0.6 + 0.0375 0.65587 0.6 + 0.0553358 0.61249 0.6 + 0.075 0.587617 0.6 + 0.107341 0.558324 0.6 + 0.1125 0.554911 0.6 + 0.15 0.538791 0.6 + 0.1875 0.531727 0.6 + 0.225 0.533127 0.6 + 0.2625 0.543091 0.6 + 0.292324 0.558324 0.6 + 0.3 0.563596 0.6 + 0.3375 0.602278 0.6 + 0.344962 0.61249 0.6 + 0.365963 0.666656 0.6 + 0.368074 0.720822 0.6 + 0.351621 0.774988 0.6 + 0.3375 0.796533 0.6 + 0.309176 0.829154 0.6 + 0.3 0.836413 0.6 + 0.2625 0.856547 0.6 + 0.225 0.866884 0.6 + 0.1875 0.868326 0.6 + 0.15 0.861012 0.6 + 0.1125 0.844313 0.6 + + +# Contour 2, label: 0.5 + 0.1125 0.898192 0.5 + 0.0851015 0.88332 0.5 + 0.075 0.876756 0.5 + 0.0375 0.842559 0.5 + 0.0261302 0.829154 0.5 + 0 0.782127 0.5 +-0.00342045 0.774988 0.5 +-0.0157973 0.720822 0.5 +-0.0142255 0.666656 0.5 + 0 0.617583 0.5 + 0.0016382 0.61249 0.5 + 0.0359308 0.558324 0.5 + 0.0375 0.5566 0.5 + 0.075 0.523628 0.5 + 0.107582 0.504158 0.5 + 0.1125 0.501618 0.5 + 0.15 0.489061 0.5 + 0.1875 0.483551 0.5 + 0.225 0.484645 0.5 + 0.2625 0.492427 0.5 + 0.292 0.504158 0.5 + 0.3 0.507774 0.5 + 0.3375 0.533279 0.5 + 0.363703 0.558324 0.5 + 0.375 0.573679 0.5 + 0.398199 0.61249 0.5 + 0.4125 0.660211 0.5 + 0.414275 0.666656 0.5 + 0.415859 0.720822 0.5 + 0.4125 0.736088 0.5 + 0.403312 0.774988 0.5 + 0.375 0.827852 0.5 + 0.374152 0.829154 0.5 + 0.3375 0.866743 0.5 + 0.314793 0.88332 0.5 + 0.3 0.892253 0.5 + 0.2625 0.907425 0.5 + 0.225 0.915233 0.5 + 0.1875 0.916305 0.5 + 0.15 0.910801 0.5 + 0.1125 0.898192 0.5 + + +# Contour 3, label: 0.4 + 0.1125 0.94866 0.4 + 0.087336 0.937486 0.4 + 0.075 0.93171 0.4 + 0.0375 0.906971 0.4 + 0.011236 0.88332 0.4 + 0 0.870508 0.4 +-0.0294643 0.829154 0.4 +-0.0375 0.811464 0.4 +-0.0526084 0.774988 0.4 +-0.0626931 0.720822 0.4 +-0.0614014 0.666656 0.4 +-0.048498 0.61249 0.4 +-0.0375 0.5887 0.4 +-0.0219164 0.558324 0.4 + 0 0.529636 0.4 + 0.0242952 0.504158 0.4 + 0.0375 0.492865 0.4 + 0.075 0.468231 0.4 + 0.1125 0.451628 0.4 + 0.11835 0.449992 0.4 + 0.15 0.441142 0.4 + 0.1875 0.436504 0.4 + 0.225 0.437425 0.4 + 0.2625 0.44398 0.4 + 0.280769 0.449992 0.4 + 0.3 0.456377 0.4 + 0.3375 0.475457 0.4 + 0.375 0.503297 0.4 + 0.375946 0.504158 0.4 + 0.4125 0.545302 0.4 + 0.421961 0.558324 0.4 + 0.448367 0.61249 0.4 + 0.45 0.619101 0.4 + 0.461418 0.666656 0.4 + 0.462724 0.720822 0.4 + 0.452483 0.774988 0.4 + 0.45 0.781241 0.4 + 0.429511 0.829154 0.4 + 0.4125 0.854278 0.4 + 0.388772 0.88332 0.4 + 0.375 0.896515 0.4 + 0.3375 0.924468 0.4 + 0.312742 0.937486 0.4 + 0.3 0.943783 0.4 + 0.2625 0.95625 0.4 + 0.225 0.962673 0.4 + 0.1875 0.963559 0.4 + 0.15 0.95903 0.4 + 0.1125 0.94866 0.4 + + +# Contour 4, label: 0.3 + 0.1125 1.00135 0.3 + 0.0868936 0.991652 0.3 + 0.075 0.987361 0.3 + 0.0375 0.968319 0.3 + 0 0.941123 0.3 +-0.00414573 0.937486 0.3 +-0.0375 0.903956 0.3 +-0.054159 0.88332 0.3 +-0.075 0.848738 0.3 +-0.0856761 0.829154 0.3 +-0.104412 0.774988 0.3 +-0.112492 0.720822 0.3 +-0.111471 0.666656 0.3 +-0.101112 0.61249 0.3 +-0.0794856 0.558324 0.3 +-0.075 0.550654 0.3 +-0.0445216 0.504158 0.3 +-0.0375 0.495894 0.3 + 0 0.458945 0.3 + 0.0116278 0.449992 0.3 + 0.0375 0.431657 0.3 + 0.075 0.412172 0.3 + 0.1125 0.399077 0.3 + 0.127415 0.395826 0.3 + 0.15 0.390397 0.3 + 0.1875 0.386352 0.3 + 0.225 0.387174 0.3 + 0.2625 0.392862 0.3 + 0.272979 0.395826 0.3 + 0.3 0.40282 0.3 + 0.3375 0.417897 0.3 + 0.375 0.439878 0.3 + 0.388426 0.449992 0.3 + 0.4125 0.469901 0.3 + 0.444455 0.504158 0.3 + 0.45 0.511718 0.3 + 0.479528 0.558324 0.3 + 0.4875 0.577758 0.3 + 0.501197 0.61249 0.3 + 0.511903 0.666656 0.3 + 0.512956 0.720822 0.3 + 0.504588 0.774988 0.3 + 0.4875 0.823377 0.3 + 0.485406 0.829154 0.3 + 0.454066 0.88332 0.3 + 0.45 0.888583 0.3 + 0.4125 0.93005 0.3 + 0.40407 0.937486 0.3 + 0.375 0.960256 0.3 + 0.3375 0.981772 0.3 + 0.313159 0.991652 0.3 + 0.3 0.997206 0.3 + 0.2625 1.00785 0.3 + 0.225 1.01331 0.3 + 0.1875 1.01408 0.3 + 0.15 1.0102 0.3 + 0.1125 1.00135 0.3 + + +# Contour 5, label: 0.2 + 0.075 1.05127 0.2 + 0.062713 1.04582 0.2 + 0.0375 1.03579 0.2 + 0 1.0152 0.2 +-0.0314896 0.991652 0.2 +-0.0375 0.986989 0.2 +-0.075 0.95138 0.2 +-0.0871142 0.937486 0.2 +-0.1125 0.902214 0.2 +-0.12463 0.88332 0.2 +-0.149283 0.829154 0.2 +-0.15 0.82666 0.2 +-0.165512 0.774988 0.2 +-0.172552 0.720822 0.2 +-0.171664 0.666656 0.2 +-0.162625 0.61249 0.2 +-0.15 0.574744 0.2 +-0.144669 0.558324 0.2 +-0.116912 0.504158 0.2 +-0.1125 0.497622 0.2 +-0.075943 0.449992 0.2 +-0.075 0.448952 0.2 +-0.0375 0.412591 0.2 +-0.0146942 0.395826 0.2 + 0 0.385171 0.2 + 0.0375 0.363693 0.2 + 0.075 0.348621 0.2 + 0.100019 0.34166 0.2 + 0.1125 0.337605 0.2 + 0.15 0.329882 0.2 + 0.1875 0.326466 0.2 + 0.225 0.327151 0.2 + 0.2625 0.331915 0.2 + 0.3 0.341312 0.2 + 0.300968 0.34166 0.2 + 0.3375 0.353022 0.2 + 0.375 0.370069 0.2 + 0.4125 0.394154 0.2 + 0.414698 0.395826 0.2 + 0.45 0.423343 0.2 + 0.476209 0.449992 0.2 + 0.4875 0.463341 0.2 + 0.517005 0.504158 0.2 + 0.525 0.519005 0.2 + 0.545028 0.558324 0.2 + 0.561962 0.61249 0.2 + 0.5625 0.615873 0.2 + 0.57144 0.666656 0.2 + 0.572398 0.720822 0.2 + 0.564908 0.774988 0.2 + 0.5625 0.783252 0.2 + 0.549862 0.829154 0.2 + 0.525 0.881605 0.2 + 0.524152 0.88332 0.2 + 0.4875 0.936593 0.2 + 0.486792 0.937486 0.2 + 0.45 0.97642 0.2 + 0.431514 0.991652 0.2 + 0.4125 1.00663 0.2 + 0.375 1.02968 0.2 + 0.337974 1.04582 0.2 + 0.3375 1.04605 0.2 + 0.3 1.05991 0.2 + 0.2625 1.0687 0.2 + 0.225 1.07323 0.2 + 0.1875 1.07388 0.2 + 0.15 1.07067 0.2 + 0.1125 1.06337 0.2 + 0.075 1.05127 0.2 + + +# Contour 6, label: 0.1 + 0.418939 1.09998 0.1 + 0.45 1.08289 0.1 + 0.4875 1.05484 0.1 + 0.497592 1.04582 0.1 + 0.525 1.02101 0.1 + 0.551098 0.991652 0.1 + 0.5625 0.977041 0.1 + 0.589957 0.937486 0.1 + 0.6 0.918737 0.1 + +-0.0188871 1.09998 0.1 +-0.0375 1.09035 0.1 +-0.075 1.06526 0.1 +-0.0976607 1.04582 0.1 +-0.1125 1.03302 0.1 +-0.15 0.992289 0.1 +-0.150533 0.991652 0.1 +-0.1875 0.940438 0.1 +-0.189439 0.937486 0.1 +-0.218128 0.88332 0.1 +-0.225 0.86415 0.1 +-0.238361 0.829154 0.1 +-0.250811 0.774988 0.1 +-0.2562 0.720822 0.1 +-0.255507 0.666656 0.1 +-0.248599 0.61249 0.1 +-0.234285 0.558324 0.1 +-0.225 0.535633 0.1 +-0.212707 0.504158 0.1 +-0.1875 0.459596 0.1 +-0.181798 0.449992 0.1 +-0.15 0.407214 0.1 +-0.14022 0.395826 0.1 +-0.1125 0.366617 0.1 +-0.0821907 0.34166 0.1 +-0.075 0.335634 0.1 +-0.0375 0.308921 0.1 + 0 0.289868 0.1 + 0.00585343 0.287494 0.1 + 0.0375 0.272144 0.1 + 0.075 0.259066 0.1 + 0.1125 0.25032 0.1 + 0.15 0.245048 0.1 + 0.1875 0.242659 0.1 + 0.225 0.243166 0.1 + 0.2625 0.246424 0.1 + 0.3 0.252804 0.1 + 0.3375 0.262928 0.1 + 0.375 0.277658 0.1 + 0.394112 0.287494 0.1 + 0.4125 0.295495 0.1 + 0.45 0.316802 0.1 + 0.482131 0.34166 0.1 + 0.4875 0.345678 0.1 + 0.525 0.379095 0.1 + 0.540366 0.395826 0.1 + 0.5625 0.422655 0.1 + 0.582219 0.449992 0.1 + 0.6 0.481159 0.1 + diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplotstable.pdf b/Master/texmf-dist/doc/latex/pgfplots/pgfplotstable.pdf Binary files differindex 027e8106b63..0ae6430c65b 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplotstable.pdf +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplotstable.pdf diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplotstable.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplotstable.tex index 42a058d40a7..7830fd342ff 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplotstable.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplotstable.tex @@ -1424,39 +1424,64 @@ The parameters can be customized using the optional integer argument(s): if $\te \end{keylist} -\begin{keylist}{/pgf/number format/relative=\meta{exponent base 10}} +\begin{keylist}{/pgf/number format/relative*=\meta{exponent base 10}} Configures |\pgfmathprintnumber| to format numbers relative to an order of magnitude, $10^r$, where $r$ is an integer number. - The motivation is to provide a unified format for a \emph{sequence} of numbers: + This key addresses different use-cases. + + \paragraph{First use-case:} provide a unified format for a \emph{sequence} of numbers. Consider the following test: \begin{codeexample}[] -\pgfkeys{/pgf/number format/relative={1}} +\pgfkeys{/pgf/number format/relative*={1}} \pgfmathprintnumber{6.42e-16}\hspace{1em} \pgfmathprintnumber{1.2}\hspace{1em} \pgfmathprintnumber{6}\hspace{1em} \pgfmathprintnumber{20.6}\hspace{1em} \pgfmathprintnumber{87} \end{codeexample} - \noindent With any other style, the |6.42e-16| would have been formatted as an isolated number. Here, it is rounded to |0| because when viewed relative to $10^3$, it has no significant digits. + \noindent With any other style, the |6.42e-16| would have been formatted as an isolated number. Here, it is rounded to |0| because when viewed relative to $10^1$ (the exponent $1$ is the argument for |relative|), it has no significant digits. \begin{codeexample}[] -\pgfkeys{/pgf/number format/relative={2}} +\pgfkeys{/pgf/number format/relative*={2}} \pgfmathprintnumber{123.345}\hspace{1em} \pgfmathprintnumber{0.0012}\hspace{1em} \pgfmathprintnumber{0.0014}\hspace{1em} \end{codeexample} - Here, it applies the initial |precision=2| to |123.345| -- relative to $100$. Two significant digits of |123.345| relative to $100$ are |123|. Similarly, the other two numbers are |0| compared to $100$ using the given |precision|. + \noindent The example above applies the initial |precision=2| to |123.345| -- relative to $100$. Two significant digits of |123.345| relative to $100$ are |123|. Note that the ``$2$ significant digits of |123.345|'' translates to ``round |1.2345| to $2$ digits'', which would yield |1.2300|. Similarly, the other two numbers are |0| compared to $100$ using the given |precision|. \begin{codeexample}[] -\pgfkeys{/pgf/number format/relative={-3}} +\pgfkeys{/pgf/number format/relative*={-3}} \pgfmathprintnumber{123.345}\hspace{1em} \pgfmathprintnumber{0.0012}\hspace{1em} \pgfmathprintnumber{0.0014}\hspace{1em} \end{codeexample} + \paragraph{Second use-case:} improve rounding in the presence of \emph{inaccurate} numbers. Let us suppose that some limited-precision arithmetics resulted in the result |123456999| (like the |fpu| of \pgfname). You know that its precision is about five or six significant digits. And you want to provide a fixed point output. In this case, the trailing digits |....999| are a numerical artifact due to the limited precision. Use |relative*=3,precision=0| to eliminate the artifacts: +\begin{codeexample}[] +\pgfkeys{/pgf/number format/.cd,relative*={3},precision=0} +\pgfmathprintnumber{123456999}\hspace{1em} +\pgfmathprintnumber{123456999.12} +\end{codeexample} +\noindent Here, |precision=0| means that we inspect |123456.999| and round that number to $0$ digits. Finally, we move the period back to its initial position. Adding |relative style=fixed| results in fixed point output format: +\begin{codeexample}[] +\pgfkeys{/pgf/number format/.cd,relative*={3},precision=0,relative style=fixed} +\pgfmathprintnumber{123456999}\hspace{1em} +\pgfmathprintnumber{123456999.12} +\end{codeexample} + \noindent Note that there is another alternative for this use-case which is discussed later: the |fixed relative| style. +\begin{codeexample}[] +\pgfkeys{/pgf/number format/.cd,fixed relative,precision=6} +\pgfmathprintnumber{123456999}\hspace{1em} +\pgfmathprintnumber{123456999.12} +\end{codeexample} + + You might wonder why there is an asterisk in the key's name. The short answer is: there is also a \declareandlabel{/pgf/number format/relative} number printer which does unexpected things. The key |relative*| repairs this. Existing code will still use the old behavior. - When applied to a number $x = \pm m \cdot 10^e$, the |relative=|$r$ method actually rounds $x / 10^r$ to the desired precision. More precisely: if $e-r>0$, it only rounds the mantissa of $x/10^r$ to the desired precision, otherwise it rounds the complete number to the desired precision. Afterwards, it disables rounding, multiplies the intermediate result by $10^r$, and evaluates the style |every relative| to actually format the result. + + Technically, the key works as follows: as already explained above, |relative*=3| key applied to |123456999.12| moves the period by three positions and analyzes |123456.99912|. Mathematically speaking, we are given a number $x = \pm m \cdot 10^e$ and we attempt to apply |relative*=|$r$. The method then rounds $x / 10^r$ to |precision| digits. Afterwards, it multiplies the result by $10^r$ and typesets it. + \end{keylist} + \begin{stylekey}{/pgf/number format/every relative} A style which configures how the |relative| method finally displays its results. @@ -1470,6 +1495,10 @@ The parameters can be customized using the optional integer argument(s): if $\te Although supported, I discourage from using |fixed zerofill| or |sci zerofill| in this context -- it may lead to a suggestion of higher precision than is actually used (because |fixed zerofill| might simply add |.00| although there was a different information before |relative| rounded the result). \end{stylekey} +\begin{key}{/pgf/number format/relative style=\marg{options}} + The same as |every relative/.append style=|\marg{options}. +\end{key} + \begin{keylist}{/pgf/number format/fixed relative} Configures |\pgfmathprintnumber| to format numbers in a similar way to the |fixed| style, but the |precision| is interpreted relatively to the number's exponent. @@ -1490,6 +1519,8 @@ The parameters can be customized using the optional integer argument(s): if $\te Use |fixed relative| if you want |fixed| and if you know that only the first $n$ digits are correct. Use |sci| if you need a scientific display style and only the first $n$ digits are correct. Note that |fixed relative| ignores the |fixed zerofill| flag. + + See also the |relative*| key. Note that the |relative=|\marg{exponent} key explicitly moves the period to some designated position before it attempts to round the number. Afterwards, it ``rounds from the right'', i.e.\ it rounds to that explicitly chosen digit position. In contrast to that, |fixed relative| ``rounds from the left'': it takes the \emph{first} non-zero digit, temporarily places the period after this digit, and rounds that number. The rounding style |fixed| leaves the period where it is, and rounds everything behind that digit. The |sci| style is similar to |fixed relative|. \end{keylist} \begin{key}{/pgf/number format/int detect} diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplotstodo.pdf b/Master/texmf-dist/doc/latex/pgfplots/pgfplotstodo.pdf Binary files differindex 8c4aab7bc8b..1372bc88f1f 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplotstodo.pdf +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplotstodo.pdf diff --git a/Master/texmf-dist/doc/latex/pgfplots/pgfplotstodo.tex b/Master/texmf-dist/doc/latex/pgfplots/pgfplotstodo.tex index 731e28ed67d..6ce2820e648 100644 --- a/Master/texmf-dist/doc/latex/pgfplots/pgfplotstodo.tex +++ b/Master/texmf-dist/doc/latex/pgfplots/pgfplotstodo.tex @@ -29,6 +29,67 @@ \maketitle \tableofcontents +\section{Release TODO} + +\begin{itemize} + \item run tests against pgf CVS + \item run tests against latest pgf stable + \item finish manual + \begin{itemize} + \item fix warnings + \item browse through it + \end{itemize} + \item update ChangeLog with "RELEASED VERSION XXX" and update README + \item assign git tag for new version + \item ran \verb|scripts/pgfplots/pgfplotsrevisionfile.sh| to assign the package versions based on tag + \item recompile manual (to pick up the correct version) + \item run primitive example files + \item run context tests (basically compile and browse-through. There are no assertions.) + \begin{itemize} + \item run against pgf CVS + \item run against latest pgf stable + \end{itemize} + \item adjust the release makefile to get correct file names + \item assemble TDS.zip and CTAN.zip (using the release makefile) + \item upload to CTAN. +\begin{verbatim} +Submitted to host + dante.ctan.org +Your name and email + Christian Feuersänger <cfeuersaenger@users.sourceforge.net> +Filename + pgfplots_1.6.1.ctan.flatdir.zip +Version number + 1.6.1 +Location on CTAN + /graphics/pgf/contrib/pgfplots/ +Summary description + pgfplots - Create normal/logarithmic plots in two and three dimensions for LaTeX. +License type + gpl +Announcement text + ... +Notes to maintainers + As requested, I created a flat directory structure containing all files (i.e. it contains latex style files, context package files, plain tex include files, generic implementation files, and LUA code all in the same directory). I will also upload a TDS zip file to /install/graphics/pgf/contrib/pgfplots. Thanks for maintaining CTAN! +\end{verbatim} + \item release to sourceforge. Make sure to update the README at top-level. + \item upload to sourceforge web space (using the release makefile) + \begin{itemize} + \item \verb|make -f pgfplots/scripts/pgfplots/Makefile.pgfplots_release_sourceforge | + + this creates the release files + \item \verb|make -f pgfplots/scripts/pgfplots/Makefile.pgfplots_release_sourceforge uploaddist| + + this copies the manuals + \item \verb|make -f pgfplots/scripts/pgfplots/Makefile.pgfplots_release_sourceforge upload| + + this updates the unstable + + \item if necessary, update \verb|scp://cfeuersaenger,pgfplots@web.sourceforge.net/htdocs/index.php| + \end{itemize} + \item send announcement to \verb|pgfplots-features@lists.sourceforge.net| +\end{itemize} + \section{Tests} ATTENTION: fix the buggy styles for axis lines=center in 3d @@ -37,13 +98,13 @@ last test verifications: \begin{tabular}{lllll} & pgf CVS & pgf 2.10 & pgf 2.00 &pgf 2.00+compat=default\\ -pgfplotstests & for 1.6 & for 1.6 & for 1.4 &2009-12-30 \\ -manual & for 1.6 & for 1.6 & for 1.5 & \\ -pgfplotstable.pdf & for 1.6 & for 1.6 & for 1.5\\ +pgfplotstests & for 1.7 & for 1.7 & for 1.4 &2009-12-30 \\ +manual & for 1.7 & for 1.6 & for 1.5 & \\ +pgfplotstable.pdf & for 1.7 & for 1.6 & for 1.5\\ example latex & for 1.6 & for 1.5 & 2009-12-30 \\ example context & for 1.6 & for 1.5.1 & 2009-12-30 \\ example plain tex & for 1.6 & for 1.5.1 & 2009-12-30 \\ -tests context & for 1.6 & for 1.5.1\\ +tests context & for 1.7 & for 1.7\\ \end{tabular} \section{Documentation todo} @@ -815,6 +876,39 @@ Thanks! \begin{bugtracker} \begin{bug} + \verb|\closedcycle| does not work together with jumps / interrupted plots +\end{bug} + +\begin{bug} + auto tick label assignment can sometimes produce strange results: + +\begin{minimal} +\documentclass{article} +\usepackage{pgfplots} +\pgfplotsset{compat=1.6.1} + +\begin{document} + +\begin{tikzpicture} +\begin{axis}[% +scale only axis, +xmin=0, xmax=0.02, +ymin=-1, ymax=1] +\end{axis} +\end{tikzpicture}% +\end{document} +\end{minimal} +\end{bug} + + + +\begin{bug} + pgfplots, nodes, and remember picture, and cell picture=true fails. + + \url{http://tex.stackexchange.com/questions/72781/problem-tikz-pgfplots-and-external-coordinates-using-overlay/72804#72804} +\end{bug} + +\begin{bug} new layered graphics stuff: the style changes of the layer config are read too later; it is impossible to overwrite them within the same axis (for example using \verb|set layers,tick style={on layer=...}|) \end{bug} |