diff options
Diffstat (limited to 'Master/texmf-dist/doc')
-rw-r--r-- | Master/texmf-dist/doc/generic/pstricks-add/Changes | 2 | ||||
-rw-r--r-- | Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.pdf | bin | 1495379 -> 1497801 bytes | |||
-rw-r--r-- | Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.tex | 169 |
3 files changed, 120 insertions, 51 deletions
diff --git a/Master/texmf-dist/doc/generic/pstricks-add/Changes b/Master/texmf-dist/doc/generic/pstricks-add/Changes index 892738afc96..951c45a1d33 100644 --- a/Master/texmf-dist/doc/generic/pstricks-add/Changes +++ b/Master/texmf-dist/doc/generic/pstricks-add/Changes @@ -12,6 +12,8 @@ pstricks-add.pro ----------- (Dominik Rodriguez/hv) pstricks-add ----------- + v 2.78 2006-08-07 - allow ! for the y Length in \psgraph + fix bug with undefined \psk@barwidth (missing \psset} v 2.77 2006-07-12 - use of abs(dx) to get labels for negative \pst@dx - fix bug in trigLabels v 2.76 2006-06-24 - renaming all \Pixxx macros to \psPixx diff --git a/Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.pdf b/Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.pdf Binary files differindex f60ac91705e..6ad86fc8626 100644 --- a/Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.pdf +++ b/Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.pdf diff --git a/Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.tex b/Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.tex index 9206c0fb492..574dfebd400 100644 --- a/Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.tex +++ b/Master/texmf-dist/doc/generic/pstricks-add/pstricks-add-doc.tex @@ -3677,8 +3677,8 @@ of all records with the plotstyle option \verb|curve|. \begin{LTXexample}[preset=\centering,pos=t] \readdata{\data}{examples/data.dat} \psset{xunit=0.125mm,yunit=0.0002mm} -\begin{pspicture}(-80,-30000)(1000,310000) -\psaxes[axesstyle=frame,Dx=100,dx=100,Dy=50000,dy=50000](1000,300000) +\begin{pspicture}(-80,-30000)(1000,270000) +\psaxes[Dx=100,dx=100,Dy=50000,dy=50000](1000,250000) \listplot[nStep=50,linewidth=3pt,linecolor=red,plotstyle=dots]{\data} \listplot[linewidth=1pt,linecolor=blue]{\data} \end{pspicture} @@ -3694,8 +3694,8 @@ of all records with the plotstyle option \verb|curve|. \begin{LTXexample}[preset=\centering,pos=t] \readdata{\data}{examples/data.dat} \psset{xunit=0.125mm,yunit=0.0002mm} -\begin{pspicture}(-80,-30000)(1000,310000) -\psaxes[axesstyle=frame,Dx=100,dx=100,Dy=50000,dy=50000](1000,300000) +\begin{pspicture}(-80,-30000)(1000,270000) +\psaxes[Dx=100,dx=100,Dy=50000,dy=50000](1000,250000) \listplot[nStart=200,linewidth=3pt,linecolor=blue]{\data} \end{pspicture} \end{LTXexample} @@ -4039,31 +4039,76 @@ two arguments have the usual \verb+PSTricks+ behaviour. substituted to \verb+(0,0)+. \end{itemize} +The y-length maybe given as !, then the macro uses the same unit as for the x-axis. -\begin{LTXexample}[pos=t] +%----------------------------------------------------------------------------- + +\begin{center} \readdata{\data}{demo1.dat} \pstScalePoints(1,0.000001){}{}% (x,y){additional x operator}{y op} \psset{llx=-1cm,lly=-1cm} -\psgraph[axesstyle=frame,xticksize=0 759,yticksize=0 25,% +\begin{psgraph}[axesstyle=frame,xticksize=0 759,yticksize=0 25,% subticks=0,ylabelFactor={\cdot 10^6},% Dx=5,dy=100\psyunit,Dy=100](0,0)(25,750){10cm}{6cm} % parameters \listplot[linecolor=red,linewidth=2pt,showpoints=true]{\data} -\endpsgraph -\end{LTXexample} +\end{psgraph} +\end{center} +\begin{lstlisting} +\readdata{\data}{demo1.dat} +\pstScalePoints(1,0.000001){}{}% (x,y){additional x operator}{y op} +\psset{llx=-1cm,lly=-1cm} +§\ON§\begin{psgraph}§\OFF§[axesstyle=frame,xticksize=0 759,yticksize=0 25,% + subticks=0,ylabelFactor={\cdot 10^6},% + Dx=5,dy=100\psyunit,Dy=100](0,0)(25,750){10cm}{6cm} % parameters + \listplot[linecolor=red,linewidth=2pt,showpoints=true]{\data} +§\ON§\end{psgraph}§\OFF§ +\end{lstlisting} -\begin{LTXexample}[width=7cm] +%----------------------------------------------------------------------------- + +In the following example, the y unit gets the same value as the one for the x-axis. +\begin{center} +\psset{llx=-1cm,lly=-0.5cm,ury=0.5cm} +\begin{psgraph}(0,0)(5,3){6cm}{!} % x-y-axis with same unit + \psplot[linecolor=red,linewidth=1pt]{0}{5}{x dup mul 10 div} +\end{psgraph} +\end{center} + +\begin{lstlisting} +\psset{llx=-1cm,lly=-0.5cm,ury=0.5cm} +\begin{psgraph}(0,0)(5,3){6cm}§\ON§{!}§\OFF§ % x-y-axis with same unit + \psplot[linecolor=red,linewidth=1pt]{0}{5}{x dup mul 10 div} +\end{psgraph} +\end{lstlisting} + +%----------------------------------------------------------------------------- + +\begin{center} \readdata{\data}{demo1.dat} -\psset{xAxisLabel=x-Axes,yAxisLabel=y-Axes,llx=-1cm,% +\psset{xAxisLabel=x-Axes,yAxisLabel=y-Axes,llx=-.5cm,ury=0.5cm% xAxisLabelPos={3cm,-1cm},yAxisLabelPos={-1.5cm,2.5cm}} \pstScalePoints(1,0.00000001){}{} \begin{psgraph}[axesstyle=frame,xticksize=0 7.5,yticksize=0 25,subticksize=1,% ylabelFactor={\cdot 10^8},Dx=5,Dy=1,xsubticks=2](0,0)(25,7.5){5.5cm}{5cm} \listplot[linecolor=red, linewidth=2pt, showpoints=true]{\data} \end{psgraph} -\end{LTXexample} +\end{center} -\begin{LTXexample}[width=6.5cm] +\begin{lstlisting} +\readdata{\data}{demo1.dat} +\psset{§\ON§xAxisLabel§\OFF§=x-Axes,§\ON§yAxisLabel§\OFF§=y-Axes,llx=-.5cm,ury=0.5cm% + §\ON§xAxisLabelPos§\OFF§={3cm,-1cm},§\ON§yAxisLabelPos§\OFF§={-1.5cm,2.5cm}} +\pstScalePoints(1,0.00000001){}{} +\begin{psgraph}[axesstyle=frame,xticksize=0 7.5,yticksize=0 25,subticksize=1,% + §\ON§ylabelFactor§\OFF§={\cdot 10^8},Dx=5,Dy=1,xsubticks=2](0,0)(25,7.5){5.5cm}{5cm} + \listplot[linecolor=red, linewidth=2pt, showpoints=true]{\data} +\end{psgraph} +\end{lstlisting} + +%----------------------------------------------------------------------------- + +\begin{LTXexample}[pos=t,preset=\centering] \readdata{\data}{demo1.dat} \psset{llx=-0.5cm,lly=-1cm} \pstScalePoints(1,0.000001){}{} @@ -4074,20 +4119,31 @@ two arguments have the usual \verb+PSTricks+ behaviour. \endpsgraph \end{LTXexample} +%----------------------------------------------------------------------------- -\begin{LTXexample}[pos=t,preset=\centering] +\begin{center} \readdata{\data}{demo1.dat} \pstScalePoints(1,0.2){}{log} \psset{lly=-0.75cm} \psgraph[ylogBase=10,Dx=5,Dy=1,subticks=5](0,0)(25,2){12cm}{4cm} \listplot[linecolor=red, linewidth=2pt, showpoints=true]{\data} \endpsgraph -\end{LTXexample} +\end{center} + +\begin{lstlisting} +\readdata{\data}{demo1.dat} +\pstScalePoints(1,0.2){}{log} +\psset{lly=-0.75cm} +\psgraph[§\ON§ylogBase§\OFF§=10,Dx=5,Dy=1,subticks=5](0,0)(25,2){12cm}{4cm} + \listplot[linecolor=red, linewidth=2pt, showpoints=true]{\data} +\endpsgraph +\end{lstlisting} +%----------------------------------------------------------------------------- \begin{LTXexample}[pos=t,preset=\centering] \readdata{\data}{demo0.dat} -\psset{lly=-0.5cm} +\psset{lly=-0.75cm,ury=0.5cm} \pstScalePoints(1,1){}{log} \begin{psgraph}[arrows=->,Dx=0.5,ylogBase=10,Oy=-1,xsubticks=10,% ysubticks=2](0,-3)(3,1){12cm}{4cm} @@ -4096,7 +4152,8 @@ two arguments have the usual \verb+PSTricks+ behaviour. \end{LTXexample} -\begin{LTXexample}[width=6.5cm] +\begin{LTXexample}[pos=t,preset=\centering] +\psset{lly=-0.75cm,ury=0.5cm} \readdata{\data}{demo0.dat} \pstScalePoints(1,1){}{log} \psgraph[arrows=->,Dx=0.5,ylogBase=10,Oy=-1,subticks=4](0,-3)(3,1){6cm}{3cm} @@ -4105,7 +4162,8 @@ two arguments have the usual \verb+PSTricks+ behaviour. \end{LTXexample} -\begin{LTXexample}[pos=t,preset=\centering] +%----------------------------------------------------------------------------- +\begin{center} \readdata{\data}{demo2.dat}% \readdata{\dataII}{demo3.dat}% \pstScalePoints(1,1){1989 sub}{} @@ -4116,8 +4174,21 @@ two arguments have the usual \verb+PSTricks+ behaviour. \listplot[linecolor=blue,linewidth=2pt]{\dataII} \listplot[linecolor=cyan,linewidth=2pt,yunit=0.5]{\dataII} \endpsgraph -\end{LTXexample} +\end{center} +\begin{lstlisting} +\readdata{\data}{demo2.dat}% +\readdata{\dataII}{demo3.dat}% +\pstScalePoints(1,1){1989 sub}{} +\psset{llx=-0.5cm,lly=-1cm, §\ON§xAxisLabel§\OFF§=Year,§\ON§yAxisLabel§\OFF§=Whatever,% + §\ON§xAxisLabelPos§\OFF§={2in,-0.4in},§\ON§yAxisLabelPos§\OFF§={-0.4in,1in}} +\psgraph[axesstyle=frame,Dx=2,Ox=1989,subticks=2](0,0)(12,6){4in}{2in}% + \listplot[linecolor=red,linewidth=2pt]{\data} + \listplot[linecolor=blue,linewidth=2pt]{\dataII} + \listplot[linecolor=cyan,linewidth=2pt,yunit=0.5]{\dataII} +\endpsgraph +\end{lstlisting} +%----------------------------------------------------------------------------- \begin{LTXexample}[pos=t,preset=\centering] \readdata{\data}{demo2.dat}% @@ -4310,7 +4381,7 @@ in postfix or algebraic notation (with \verb+algebraic=true+). \begin{pspicture}(-0.5,-0.5)(10,3) \psaxes{->}(10,3) \psplot[plotpoints=100,linewidth=1.5pt,algebraic,% labelFontSize=\footnotesize]{0}{10}{sqrt(x)} - \psStep[linecolor=magenta,StepType=upper,fillstyle=hlines](0,9){9}{x sqrt} + \psStep[linecolor=magenta,§\ON§StepType=upper§\OFF§,fillstyle=hlines](0,9){9}{x sqrt} \psStep[linecolor=blue,fillstyle=vlines](0,9){9}{x sqrt } \end{pspicture} @@ -4323,7 +4394,7 @@ in postfix or algebraic notation (with \verb+algebraic=true+). \psset{yunit=1.25cm} \begin{pspicture}(-0.5,-1.5)(10,1.5) \psaxes{->}(0,0)(0,-1.5)(10,1.5) - \psStep[algebraic,StepType=Riemann,fillstyle=solid,fillcolor=black!10](0,10){50}% + \psStep[§\ON§algebraic§\OFF§,§\ON§StepType=Riemann§\OFF§,fillstyle=solid,fillcolor=black!10](0,10){50}% {sqrt(x)*cos(x)*sin(x)} \psplot[linewidth=1.5pt,algebraic,labelFontSize=\footnotesize]% {0}{10}{sqrt(x)*cos(x)*sin(x)} @@ -4392,7 +4463,7 @@ radian unit! \psset{linecolor=red, arrows=<->, arrowscale=2} \multido{\n=-7+1}{8}{\psplotTangent{\n}{1}{\F}} \psset{linecolor=magenta, arrows=<->, arrowscale=2}% - \multido{\n=0+1}{8}{\psplotTangent[linecolor=blue, Derive=\Fp]{\n}{1}{\F}} + \multido{\n=0+1}{8}{\psplotTangent[linecolor=blue, §\ON§Derive=\Fp§\OFF§]{\n}{1}{\F}} \end{pspicture} \end{lstlisting} @@ -4417,7 +4488,7 @@ radian unit! \psplot[linewidth=1.5pt,algebraic,plotpoints=500]{-7.5}{7.5}{\Falg} \multido{\n=-7+1}{8}{\psplotTangent[linecolor=red,arrows=<->,arrowscale=2,algebraic]{\n}{1}{\Falg}} \multido{\n=0+1}{8}{\psplotTangent[linecolor=magenta,% - arrows=<->,arrowscale=2,algebraic,Derive={\Fpalg}]{\n}{1}{\Falg}} + arrows=<->,arrowscale=2,algebraic,§\ON§Derive={\Fpalg}§\OFF§]{\n}{1}{\Falg}} \end{pspicture} \end{lstlisting} @@ -5476,8 +5547,8 @@ equation. In the following example the masses of the stars are 1 and 20. \end{pspicture}} \] -\begin{table}[htbp] - \begin{center}\small +\begin{table}[!htbp] + \centering\small \begin{tabular}{|l@{}>{\ttfamily}l@{}>{ \ttfamily \%\% }l|} \hline && x1 y1 x'1 y'1 x2 y2 x'2 y'2\\ @@ -5492,13 +5563,12 @@ equation. In the following example the masses of the stars are 1 and 20. &3 index -20 mul&calcul de y''2=-20y''1\\ \hline \end{tabular} - \caption{\PostScript source code for the gravitational interaction} - \label{intgravcode} - \end{center} + \caption{\PostScript source code for the gravitational interaction}\label{intgravcode} \end{table} -\begin{table}[htbp] - \begin{center}\small\newcommand{\POW}{\symbol{'136}} +\begin{table}[!htbp] + \centering + \small\newcommand{\POW}{\symbol{'136}} \begin{tabular}{|l@{}>{\ttfamily}l@{}>{ \ttfamily \%\% }l|} \hline &y[2]|&y'[0]\\ @@ -5511,11 +5581,9 @@ equation. In the following example the masses of the stars are 1 and 20. &20*(y[1]-y[5])/((y[4]-y[0])\POW 2+(y[5]-y[1])\POW 2)\POW 1.5&y'[7]=y''[5]\\ \hline \end{tabular} - \caption{Algebraic description for the gravitational interaction} - \label{intgravalgcode} - \end{center} + \caption{Algebraic description for the gravitational interaction}\label{intgravalgcode} \end{table} -%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% + \newcommand\Grav{% /yp2 exch def /xp2 exch def /ay2 exch def /ax2 exch def /yp1 exch def /xp1 exch def /ay1 exch def /ax1 exch def @@ -5533,33 +5601,33 @@ equation. In the following example the masses of the stars are 1 and 20. y[6]|y[7]|% 20*(y[0]-y[4])/((y[4]-y[0])^2+(y[5]-y[1])^2)^1.5|% 20*(y[1]-y[5])/((y[4]-y[0])^2+(y[5]-y[1])^2)^1.5} - %% 0 1 2 3 4 5 6 7 - %% x1 y1 x'1 y'1 x2 y2 x'2 y'2 +%% 0 1 2 3 4 5 6 7 +%% x1 y1 x'1 y'1 x2 y2 x'2 y'2 -\begin{LTXexample}[width=5cm] -\def\InitCond{ 1 1 .1 0 -1 -1 -2 0} -\begin{pspicture}[shift=-2,showgrid=true](-3,-2)(2,2) - \psplotDiffEqn[whichabs=0, whichord=1, linecolor=blue, method=rk4, plotpoints=100]{0}{3.95} - {\InitCond}{\Grav} +\begin{LTXexample}[width=5cm,wide] +\def\InitCond{ 1 1 .1 0 -1 -1 -2 0} +\begin{pspicture}[shift=-2,showgrid=true](-3,-1.75)(2,1.5) + \psplotDiffEqn[whichabs=0, whichord=1, linecolor=blue, method=rk4, plotpoints=100]{0}{3.95}{\InitCond}{\Grav} \psset{showpoints=true,whichabs=4, whichord=5} - \psplotDiffEqn[linecolor=black, method=varrkiv, varsteptol=.0001, plotpoints=200]{0}{3.9} - {\InitCond}{\Grav} + \psplotDiffEqn[linecolor=black, method=varrkiv, varsteptol=.0001, plotpoints=200]{0}{3.9}{\InitCond}{\Grav} \end{pspicture} \end{LTXexample} +\vspace{-2ex} \captionof{figure}{Gravitational interaction : fixed landmark, trajectory of the stars}\label{fig:InterGravRepFix} -\begin{LTXexample}[width=5cm] -\def\InitCond{ 1 1 .1 0 -1 -1 -2 0} -\begin{pspicture}[shift=-1.5,showgrid=true](-4,-2)(1,1) - \psset{showpoints=true} - \psplotDiffEqn[linecolor=red, plotpoints=200,method=varrkiv, varsteptol=.0001, - plotfuncx=y dup 4 get exch 0 get sub , +\bigskip +\begin{LTXexample}[width=5cm,wide] +\def\InitCond{ 1 1 .1 0 -1 -1 -2 0} +\begin{pspicture}[shift=-1.5,showgrid=true](-4,-1.75)(1,1) + \psplotDiffEqn[linecolor=red, plotpoints=200,method=varrkiv, varsteptol=.0001, showpoints=true, + plotfuncx=y dup 4 get exch 0 get sub, plotfuncy=dup 5 get exch 1 get sub ]{0}{3.9}{\InitCond}{\Grav} \end{pspicture} \end{LTXexample} +\vspace{-2ex} \captionof{figure}{Gravitational interaction : landmark defined by one star}\label{fig:IGnewrep} @@ -5590,7 +5658,7 @@ equation. In the following example the masses of the stars are 1 and 20. \end{lstlisting} %-------------------------------------------------------------------------------------- -\subsubsection{Simple equation of first order$y'=y$} +\subsubsection{Simple equation of first order $y'=y$} %-------------------------------------------------------------------------------------- For the initial value $y(0)=1$ we have the solution $y(x)=e^x$. $y$ is always @@ -5645,7 +5713,6 @@ with $y_0=1$: \end{pspicture} \end{lstlisting} -\clearpage %-------------------------------------------------------------------------------------- \subsubsection{$y'=\displaystyle\frac{2-ty}{4-t^2}$}% $ %-------------------------------------------------------------------------------------- @@ -5801,7 +5868,6 @@ The integrals of Fresnel : -\clearpage %-------------------------------------------------------------------------------------- \subsubsection{Lotka-Volterra} %-------------------------------------------------------------------------------------- @@ -6287,6 +6353,7 @@ options of the packages \verb+pstricks+, \verb+pst-plot+ and \verb+pst-node+. \section{Credits} %-------------------------------------------------------------------------------------- {Hendri Adriaens | } +{Martin Chicoine | } {Ulrich Dirr | } {Hubert G\"a\ss lein |} {Denis Girou | } |