diff options
author | Karl Berry <karl@freefriends.org> | 2010-06-12 00:12:11 +0000 |
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committer | Karl Berry <karl@freefriends.org> | 2010-06-12 00:12:11 +0000 |
commit | 452c9d0af12acb085390fe26cc37a9e93d689d5a (patch) | |
tree | 2a28496b755aa54c3ca3a7c8de80510899f14dbb /Master/texmf-dist/doc/generic/pst-magneticfield/pst-magneticfield-docDE.tex | |
parent | 3ca859b7c25a23c6fa253978191197782df3d799 (diff) |
pst-magneticfield 1.12 (11jun10)
git-svn-id: svn://tug.org/texlive/trunk@18901 c570f23f-e606-0410-a88d-b1316a301751
Diffstat (limited to 'Master/texmf-dist/doc/generic/pst-magneticfield/pst-magneticfield-docDE.tex')
-rw-r--r-- | Master/texmf-dist/doc/generic/pst-magneticfield/pst-magneticfield-docDE.tex | 316 |
1 files changed, 270 insertions, 46 deletions
diff --git a/Master/texmf-dist/doc/generic/pst-magneticfield/pst-magneticfield-docDE.tex b/Master/texmf-dist/doc/generic/pst-magneticfield/pst-magneticfield-docDE.tex index 3f5c6492df4..441d705c0a5 100644 --- a/Master/texmf-dist/doc/generic/pst-magneticfield/pst-magneticfield-docDE.tex +++ b/Master/texmf-dist/doc/generic/pst-magneticfield/pst-magneticfield-docDE.tex @@ -1,19 +1,16 @@ -%% $Id: pst-magneticfield-docEN.tex 322 2010-05-16 08:07:26Z herbert $ +%% $Id: pst-magneticfield-docDE.tex 343 2010-06-10 15:08:37Z herbert $ \documentclass[11pt,english,BCOR10mm,DIV12,bibliography=totoc,parskip=false,smallheadings headexclude,footexclude,oneside]{pst-doc} \usepackage[latin1]{inputenc} \usepackage{pst-magneticfield} \let\pstMFfv\fileversion + +%\newenvironment{postscript}{}{} % uncomment, when running with latex + \lstset{pos=t,language=PSTricks, morekeywords={psmagneticfield,psmagneticfieldThreeD},basicstyle=\footnotesize\ttfamily} \newcommand\Cadre[1]{\psframebox[fillstyle=solid,fillcolor=black,linestyle=none,framesep=0]{#1}} -\def\bgImage{% -\psset{unit=0.5cm} -\begin{pspicture}(-7,-6)(7,6) -\psmagneticfieldThreeD[N=2,R=2,L=2,linecolor=blue](-7,-8)(7,8) -\ThreeDput{\rput(0,-7){\textbf{HELMHOLTZ-Spule}}} -\end{pspicture} -} +\def\bgImage{} % \begin{document} @@ -80,56 +77,115 @@ Der Befehl \Lcs{psmagneticfieldThreeD} erlaubt eine 3D-Ansicht der Spule und der \section{Einfluss der physikalischen Gr\"{o}{\ss}en auf das Erscheinungsbild der Feldlinien} \subsection{Die L\"{a}nge der Spule} -\begin{LTXexample}[pos=t] +\begin{center} +\begin{postscript} +\psset{unit=0.5cm} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{006633}},N=3,R=2,nS=1](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{L=4}},N=3,R=2,nS=1]} +\end{pspicture*} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{006633}},L=8,N=3,R=2,nS=1,PasB=0.0025,pointsB=5500](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{L=8}},N=3,R=2,nS=1]} +\end{pspicture*} +\end{postscript} +\end{center} + +\begin{lstlisting} \psset{unit=0.5cm} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{006633}},N=3,R=2,nS=1] +\psmagneticfield[linecolor={[HTML]{006633}},N=3,R=2,nS=1](-7,-8)(7,8) \psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{L=4}},N=3,R=2,nS=1]} \end{pspicture*} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{006633}},L=8,N=3,R=2,nS=1,PasB=0.0025,pointsB=5500] +\psmagneticfield[linecolor={[HTML]{006633}},L=8,N=3,R=2,nS=1,PasB=0.0025,pointsB=5500](-7,-8)(7,8) \psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{L=8}},N=3,R=2,nS=1]} \end{pspicture*} -\end{LTXexample} +\end{lstlisting} + \textbf{Anmerkung:} Um das Erscheinungsbild der zweiten Spule zu verbessern, mussten wir die Anzahl der Berechungspunkte erh\"{o}hen und die Schrittweite verkleinern, - \Cadre{\textcolor{white}{pointsB=5500,PasB=0.0025}}, was jedoch eine Erh\"{o}hung der Rechenzeit mit sich brachte. + \begin{postscript} +\Cadre{\textcolor{white}{pointsB=5500,PasB=0.0025}} +\end{postscript}, +was jedoch eine Erh\"{o}hung der Rechenzeit mit sich brachte. \clearpage \subsection{Die Anzahl der Windungen} -\begin{LTXexample}[pos=t] + + +\begin{center} +\begin{postscript} \psset{unit=0.5} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{006633}},N=1,R=2,nS=0] +\psmagneticfield[linecolor={[HTML]{006633}},N=1,R=2,nS=0](-7,-8)(7,8) \psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{N=1}},R=2,nS=0]} \end{pspicture*} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{006633}},N=2,R=2,L=2,PasS=0.003,nS=2] +\psmagneticfield[linecolor={[HTML]{006633}},N=2,R=2,L=2,PasS=0.003,nS=2](-7,-8)(7,8) \psframe*[linecolor={[HTML]{99FF66}}](-7,7)(7,8) \rput(0,7.5){\Cadre{\textcolor{white}{Bobines de Helmholtz}}} \psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{N=2}},R=2,L=2,PasS=0.003,nS=2]} \end{pspicture*} -\end{LTXexample} +\end{postscript} +\end{center} -\begin{LTXexample}[pos=t] +\begin{lstlisting} \psset{unit=0.5} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{006633}},N=4,R=2,numSpires=2 3] +\psmagneticfield[linecolor={[HTML]{006633}},N=1,R=2,nS=0](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{N=1}},R=2,nS=0]} +\end{pspicture*} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{006633}},N=2,R=2,L=2,PasS=0.003,nS=2](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{99FF66}}](-7,7)(7,8) +\rput(0,7.5){\Cadre{\textcolor{white}{Bobines de Helmholtz}}} +\psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{N=2}},R=2,L=2,PasS=0.003,nS=2]} +\end{pspicture*} +\end{lstlisting} + + +\begin{center} +\begin{postscript} +\psset{unit=0.5} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{006633}},N=4,R=2,numSpires=2 3](-7,-8)(7,8) \psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{N=4}},R=2,L=4]} \end{pspicture*} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{006633}},N=5,R=2,L=5,PasS=0.004,nS=2 3 4] +\psmagneticfield[linecolor={[HTML]{006633}},N=5,R=2,L=5,PasS=0.004,numSpires=2 3 4](-7,-8)(7,8) \psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{N=5}},R=2,L=5]} \end{pspicture*} -\end{LTXexample} +\end{postscript} +\end{center} + +\begin{lstlisting} +\psset{unit=0.5} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{006633}},N=4,R=2,numSpires=2 3](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{N=4}},R=2,L=4]} +\end{pspicture*} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{006633}},N=5,R=2,L=5,PasS=0.004,numSpires=2 3 4](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{99FF66}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{N=5}},R=2,L=5]} +\end{pspicture*} +\end{lstlisting} + + \clearpage \section{Optionen f\"{u}r die Linien} @@ -137,81 +193,156 @@ Der Befehl \Lcs{psmagneticfieldThreeD} erlaubt eine 3D-Ansicht der Spule und der Auf Grund der Symmetrie des Problems ist die gew\"{a}hlte Anzahl der Feldlinien \Lkeyword{nL} nur die H\"{a}lfte der tats\"{a}chlich gezeichneten Feldlinien. Hinzu kommt noch eine Feldlinie, die in Richtung der Symmetrieachse der Spule zeigt. Die Anzahl der Feldlinien um die Windungen herum \Lkeyword{nS} kommen auch noch hinzu, diese k\"{o}nnen jedoch mit \Lkeyword{numSpires} individuell ausgew\"{a}hlt werden. -\begin{LTXexample}[pos=t] + + +\begin{center} +\begin{postscript} +\psset{unit=0.5} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{000099}},N=1,R=2](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{3399FF}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{nL=8}},N=1,R=2]} +\end{pspicture*} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{000099}},N=1,R=2,nL=12](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{3399FF}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{nL=12}},N=1,R=2]} +\end{pspicture*} +\end{postscript} +\end{center} + +\begin{lstlisting} \psset{unit=0.5} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{000099}},N=1,R=2] +\psmagneticfield[linecolor={[HTML]{000099}},N=1,R=2](-7,-8)(7,8) \psframe*[linecolor={[HTML]{3399FF}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{nL=8}},N=1,R=2]} \end{pspicture*} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{000099}},N=1,R=2,nL=12] +\psmagneticfield[linecolor={[HTML]{000099}},N=1,R=2,nL=12](-7,-8)(7,8) \psframe*[linecolor={[HTML]{3399FF}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{nL=12}},N=1,R=2]} \end{pspicture*} -\end{LTXexample} +\end{lstlisting} \clearpage \subsection{Die Anzahl der Berechnungspunkte und die Schrittweite} Die Feldlinien wurden mit einem numerischen Verfahren (Runge-Kutta 2) berechnet und dementsprechend h\"{a}ngt die Genauigkeit der Linien entscheidend ab von der Schrittweite und der Anzahl der Berechnungspunkte, wie in den folgenden zwei Beispielen gezeigt wird: -\begin{LTXexample}[pos=t] +\begin{center} +\begin{postscript} +\psset{unit=0.5} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{660066}},N=2,R=2,L=2,PasB=0.1,nS=0,nL=7,pointsB=100](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{996666}}](-7,7)(7,8) +\rput(0,7.5){\Cadre{\textcolor{white}{Bobines de Helmholtz}}} +\psframe*[linecolor={[HTML]{996666}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{PasB=0.1,nL=4,pointsB=100}}]} +\end{pspicture*} +\begin{pspicture*}[showgrid](-7,-8)(7,8) +\psmagneticfield[linecolor={[HTML]{660066}},N=2,R=2,L=2,PasB=0.4,nS=0,nL=7,pointsB=100](-7,-8)(7,8) +\psframe*[linecolor={[HTML]{996666}}](-7,7)(7,8) +\rput(0,7.5){\Cadre{\textcolor{white}{Bobines de Helmholtz}}} +\psframe*[linecolor={[HTML]{996666}}](-7,-8)(7,-7) +\rput(0,-7.5){[\Cadre{\textcolor{white}{PasS=0.4,pointsB=100}}]} +\end{pspicture*} +\end{postscript} +\end{center} + +\begin{lstlisting} \psset{unit=0.5} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{660066}},N=2,R=2,L=2,PasB=0.1,nS=0,nL=7,pointsB=100] +\psmagneticfield[linecolor={[HTML]{660066}},N=2,R=2,L=2,PasB=0.1,nS=0,nL=7,pointsB=100](-7,-8)(7,8) \psframe*[linecolor={[HTML]{996666}}](-7,7)(7,8) \rput(0,7.5){\Cadre{\textcolor{white}{Bobines de Helmholtz}}} \psframe*[linecolor={[HTML]{996666}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{PasB=0.1,nL=4,pointsB=100}}]} \end{pspicture*} \begin{pspicture*}[showgrid](-7,-8)(7,8) -\psmagneticfield[linecolor={[HTML]{660066}},N=2,R=2,L=2,PasB=0.4,nS=0,nL=7,pointsB=100] +\psmagneticfield[linecolor={[HTML]{660066}},N=2,R=2,L=2,PasB=0.4,nS=0,nL=7,pointsB=100](-7,-8)(7,8) \psframe*[linecolor={[HTML]{996666}}](-7,7)(7,8) \rput(0,7.5){\Cadre{\textcolor{white}{Bobines de Helmholtz}}} \psframe*[linecolor={[HTML]{996666}}](-7,-8)(7,-7) \rput(0,-7.5){[\Cadre{\textcolor{white}{PasS=0.4,pointsB=100}}]} \end{pspicture*} -\end{LTXexample} +\end{lstlisting} + Sollten die voreingestellten Werte f\"{u}r eine individuelle Gestaltung nicht passen, dann muss man mit den Werten \Lkeyword{pasB}, \Lkeyword{pointsB} (bzw. \Lkeyword{pasS}, \Lkeyword{pointsS}) spielen, bis es passt. + + \clearpage \section{Der Parameter \nxLkeyword{numSpires}} -\begin{LTXexample}[pos=t,wide] +\begin{center} +\begin{postscript} +\psset{unit=0.5} +\begin{pspicture*}[showgrid](-8,-10)(8,10) +\psset{linecolor=blue} +\psmagneticfield[R=2,L=12,N=8,pointsS=500,nL=14,nS=1,numSpires=1 3 6 8,PasB=0.075](-8,-10)(8,10) +\psframe*[linecolor={[HTML]{99FF66}}](-8,-10)(8,-9) +\rput(0,-9.5){[\Cadre{\textcolor{white}{numSpires=1 3 6 8}},R=2,L=14]} +\multido{\i=0+1}{8}{\rput[l](!6 6 12 7 div \i\space mul sub){\the\multidocount}} +\end{pspicture*}\quad +\begin{pspicture*}[showgrid](0,-10)(16,10) +\psset{linecolor=blue} +\psmagneticfield[R=2,L=12,N=8,pointsS=500,nL=14,numSpires=,nS=1,PasB=0.075](0,-10)(16,10) +\psframe*[linecolor={[HTML]{99FF66}}](0,-10)(16,-9) +\rput(8,-9.5){[\Cadre{\textcolor{white}{numSpires=all}},R=2,L=14]} +\multido{\i=0+1}{8}{\rput[l](!6 6 12 7 div \i\space mul sub){\the\multidocount}} +\end{pspicture*} +\end{postscript} +\end{center} + + +\begin{lstlisting} \psset{unit=0.5} \begin{pspicture*}[showgrid](-8,-10)(8,10) \psset{linecolor=blue} -\psmagneticfield[R=2,L=12,N=8,pointsS=500,nL=14,nS=1,numSpires=1 3 6 8,PasB=0.075] +\psmagneticfield[R=2,L=12,N=8,pointsS=500,nL=14,nS=1,numSpires=1 3 6 8,PasB=0.075](-8,-10)(8,10) \psframe*[linecolor={[HTML]{99FF66}}](-8,-10)(8,-9) \rput(0,-9.5){[\Cadre{\textcolor{white}{numSpires=1 3 6 8}},R=2,L=14]} \multido{\i=0+1}{8}{\rput[l](!6 6 12 7 div \i\space mul sub){\the\multidocount}} \end{pspicture*}\quad \begin{pspicture*}[showgrid](0,-10)(16,10) \psset{linecolor=blue} -\psmagneticfield[R=2,L=12,N=8,pointsS=500,nL=14,numSpires=,nS=1,PasB=0.075] +\psmagneticfield[R=2,L=12,N=8,pointsS=500,nL=14,numSpires=,nS=1,PasB=0.075](0,-10)(16,10) \psframe*[linecolor={[HTML]{99FF66}}](0,-10)(16,-9) \rput(8,-9.5){[\Cadre{\textcolor{white}{numSpires=all}},R=2,L=14]} \multido{\i=0+1}{8}{\rput[l](!6 6 12 7 div \i\space mul sub){\the\multidocount}} \end{pspicture*} -\end{LTXexample} +\end{lstlisting} \clearpage \section{Der Parameter \nxLkeyword{AntiHelmholtz}} -\begin{LTXexample}[pos=t] +\begin{center} +\begin{postscript} \psset{unit=0.75,AntiHelmholtz,N=2, R=2,pointsB=500,pointsS=1000,PasB=0.02,PasS=0.00275,nS=10, nL=2,drawSelf=true,styleSpire=styleSpire,styleCourant=sensCourant} \newpsstyle{grille}{subgriddiv=0,gridcolor=blue!50,griddots=10} \newpsstyle{cadre}{linecolor=yellow!50} \begin{pspicture*}[showgrid](-7,-6)(7,6) -\psframe*[linecolor={[HTML]{996666}}](-7,7)(7,8) +\psframe*[linecolor={[HTML]{996666}}](-7,6)(7,6) \psmagneticfield[linecolor={[HTML]{660066}}] \end{pspicture*} -\end{LTXexample} +\end{postscript} +\end{center} +\begin{lstlisting} +\psset{unit=0.75,AntiHelmholtz,N=2, + R=2,pointsB=500,pointsS=1000,PasB=0.02,PasS=0.00275,nS=10, + nL=2,drawSelf=true,styleSpire=styleSpire,styleCourant=sensCourant} +\newpsstyle{grille}{subgriddiv=0,gridcolor=blue!50,griddots=10} +\newpsstyle{cadre}{linecolor=yellow!50} +\begin{pspicture*}[showgrid](-7,-6)(7,6) +\psframe*[linecolor={[HTML]{996666}}](-7,6)(7,6) +\psmagneticfield[linecolor={[HTML]{660066}}] +\end{pspicture*} +\end{lstlisting} \clearpage @@ -234,24 +365,48 @@ Koordinaten der linken unteren und rechten oberen Ecke des Gitternetzes festgele M\"{o}glichkeiten zur Gestaltung des Gitternetzes zeigen die folgenden zwei Beispiele: -\begin{LTXexample}[pos=t] + +\begin{center} +\begin{postscript} +\psset{unit=0.7cm} +\newpsstyle{grille}{subgriddiv=0,gridcolor=blue!50,griddots=10} +\newpsstyle{cadre}{linecolor=yellow!50} +\begin{pspicture}(-7,-6)(7,6) +\psmagneticfieldThreeD[N=8,R=2,L=8,pointsB=1200,linecolor=blue,pointsS=2000](-7,-6)(7,6) +\end{pspicture} +\end{postscript} +\end{center} + +\begin{lstlisting} \psset{unit=0.7cm} \newpsstyle{grille}{subgriddiv=0,gridcolor=blue!50,griddots=10} \newpsstyle{cadre}{linecolor=yellow!50} \begin{pspicture}(-7,-6)(7,6) -\psmagneticfieldThreeD[N=8,R=2,L=8,pointsB=1200,linecolor=blue,pointsS=1000](-7,-8)(7,8) +\psmagneticfieldThreeD[N=8,R=2,L=8,pointsB=1200,linecolor=blue,pointsS=2000](-7,-6)(7,6) \end{pspicture} -\end{LTXexample} +\end{lstlisting} -\begin{LTXexample}[pos=t] + +\begin{center} +\begin{postscript} +\psset{unit=0.7cm} +\begin{pspicture}(-7,-6)(7,6) +\psmagneticfieldThreeD[N=2,R=2,L=2,linecolor=blue](-7,-6)(7,6) +\ThreeDput{\rput(0,-7){\textbf{Bobines de HELMHOLTZ}}} +\end{pspicture} +\end{postscript} +\end{center} + +\begin{lstlisting} \psset{unit=0.7cm} \begin{pspicture}(-7,-6)(7,6) -\psmagneticfieldThreeD[N=2,R=2,L=2,linecolor=blue](-7,-8)(7,8) -\ThreeDput{\rput(0,-7){\textbf{HELMHOLTZ-Spule}}} +\psmagneticfieldThreeD[N=2,R=2,L=2,linecolor=blue](-7,-6)(7,6) +\ThreeDput{\rput(0,-7){\textbf{Bobines de HELMHOLTZ}}} \end{pspicture} -\end{LTXexample} +\end{lstlisting} -\begin{LTXexample}[pos=t] +\begin{center} +\begin{postscript} \psset{unit=0.75cm,AntiHelmholtz,N=2, R=2,pointsB=500,pointsS=1000,PasB=0.02,PasS=0.00275,nS=10, nL=2,drawSelf,styleSpire=styleSpire,styleCourant=sensCourant} @@ -260,7 +415,76 @@ M\"{o}glichkeiten zur Gestaltung des Gitternetzes zeigen die folgenden zwei Beis \begin{pspicture}(-7,-6)(7,6) \psmagneticfieldThreeD[linecolor={[HTML]{660066}}](-7,-6)(7,6) \end{pspicture} -\end{LTXexample} +\end{postscript} +\end{center} + +\begin{lstlisting} +\psset{unit=0.75cm,AntiHelmholtz,N=2, + R=2,pointsB=500,pointsS=1000,PasB=0.02,PasS=0.00275,nS=10, + nL=2,drawSelf,styleSpire=styleSpire,styleCourant=sensCourant} +\newpsstyle{grille}{subgriddiv=0,gridcolor=blue!50,griddots=10} +\newpsstyle{cadre}{linecolor=yellow!50} +\begin{pspicture}(-7,-6)(7,6) +\psmagneticfieldThreeD[linecolor={[HTML]{660066}}](-7,-6)(7,6) +\end{pspicture} +\end{lstlisting} + +\clearpage + + +\section{Feldstärkendichte} + +\begin{center} +\begin{postscript} +\begin{pspicture}(-6,-4)(6,4) +\psmagneticfield[N=3,R=2,L=2,StreamDensityPlot](-6,-4)(6,4) +\end{pspicture} +\end{postscript} +\end{center} + +\begin{lstlisting} +\begin{pspicture}(-6,-4)(6,4) +\psmagneticfield[N=3,R=2,L=2,StreamDensityPlot](-6,-4)(6,4) +\end{pspicture} +\end{lstlisting} + +\begin{center} +\begin{postscript} +\psset{unit=0.75} +\begin{pspicture}(-6,-5)(6,5) +\psmagneticfield[N=2,R=2,L=1,StreamDensityPlot,setgray](-6,-5)(6,5) +\end{pspicture} +\end{postscript} +\end{center} + +\begin{lstlisting} +\psset{unit=0.75} +\begin{pspicture}(-6,-5)(6,5) +\psmagneticfield[N=2,R=2,L=1,StreamDensityPlot,setgray](-6,-5)(6,5) +\end{pspicture} +\end{lstlisting} + + +\begin{center} +\begin{postscript} +\psset{unit=0.75,AntiHelmholtz, + R=2,pointsB=500,pointsS=2000,PasB=0.02,PasS=0.00275,nS=10, + nL=2,drawSelf=true,styleSpire=styleSpire,styleCourant=sensCourant} +\begin{pspicture*}(-7,-6)(7,6) +\psmagneticfield[linecolor={[HTML]{660066}},StreamDensityPlot](-7,-6)(7,6) +\end{pspicture*} +\end{postscript} +\end{center} + + +\begin{lstlisting} +\psset{unit=0.75,AntiHelmholtz, + R=2,pointsB=500,pointsS=2000,PasB=0.02,PasS=0.00275,nS=10, + nL=2,drawSelf=true,styleSpire=styleSpire,styleCourant=sensCourant} +\begin{pspicture*}(-7,-6)(7,6) +\psmagneticfield[linecolor={[HTML]{660066}},StreamDensityPlot](-7,-6)(7,6) +\end{pspicture*} +\end{lstlisting} \clearpage @@ -272,7 +496,7 @@ M\"{o}glichkeiten zur Gestaltung des Gitternetzes zeigen die folgenden zwei Beis \bgroup \raggedright \bibliographystyle{plain} -\bibliography{\jobname} +\bibliography{pst-magneticfield-doc} \egroup \printindex |