[pstricks] rput: differing results with latex and xelatex

[Juergen Rose]

Hallo Herbert,

thank you once more. My last suggestion did not work. But your solution
with the definition of a new \CNode works again perfectly.

Regards
Juergen

Am Mittwoch, den 18.03.2015, 20:42 +0100 schrieb Herbert Voss:
> Am 18.03.2015 um 19:50 schrieb Juergen Rose:
> 
> > still one comment. Your trick works perfectly with with my example
> > lecture_article_1.tex, but at least it does not work so simple with the
> > example lecture_article.tex. If I add the line
> >
> > \psset{xunit=0.9963,yunit=0.9963}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
> >
> > before of the first \Cnode line, all Cnodes are shifted into the left
> > lower direction while the labels, written with \rput, are at correct
> > position. Probably I have to set  \psset{xunit=1.0,yunit=1.0} before any
> > \Cnode command and \psset{xunit=0.9963,yunit=0.9963} before any \rput
> > command. Is this correct?
> 
> define your own \CNode:
> 
> \documentclass{article}
> \usepackage{pstricks-add}
> \def\CNode[#1](#2)#3{{\psset{xunit=1.0038,yunit=1.0038}\Cnode[#1](#2){#3}}}
> \begin{document}
> 
> \psscalebox{0.55}{%
>    \psframebox{%
>      \psset{algebraic,xunit=130.0,yunit=90.0}
>      \begin{pspicture*}(0.84,0.65)(1.01,1.01)
>          \psaxes[Ox=1.00,Oy=0.75,Dx=0.05,Dy=0.05] 
> {->}(1.0,0.75)(0.84,0.65)(1.01,1.01)
>          \psplot[plotpoints=100,linecolor=red,algebraic=true] 
> {0.84}{1.01}{cos(x)/sin(x)}
>          \psplot[plotpoints=100,linecolor=blue,algebraic=true] 
> {0.84}{1.01}{ x*x }
>          \psplot[plotpoints=100,linecolor=brown,algebraic=true] 
> {0.84}{1.01}{ -(x-3.14159265/2) }
>          \psplot[plotpoints=100,linecolor=green,algebraic=true] 
> {0.84}{1.01}{ -(x-3.14159265/2)-(x-3.14159265/2)^3/3}
>          \uput[-45](4.1,-0.2){$\bf x$}    \uput[180](-0.2,4.4){$\bf y$}
>          \psline[linecolor=blue](0.925,0.85)(0.94,0.85) 
> \rput[l](0.945,0.85){\small\sffamily $y=x^2$}
>          \psline[linecolor=red](0.925,0.84)(0.94,0.84) 
> \rput[l](0.945,0.84){\small\sffamily $y=\cot(x)$}
>          \psline[linecolor=brown](0.925,0.83)(0.94,0.83) 
> \rput[l](0.945,0.83){\small\sffamily $y=-\left(x-\frac{\pi}{2}\right)$}
>          \psline[linecolor=green](0.925,0.82)(0.94,0.82)%
>          \rput[l](0.945,0.82){\small\sffamily 
> $y=-\left(x-\frac{\pi}{2}\right)-\frac{1}{3}\left(x-\frac{\pi}{2}\right)^3$}
>          \psset{xunit=0.9963,yunit=0.9963}%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
>          \CNode[radius=1mm](1.0,1.0){A}\rput(1.0,1.0){x}
>          \CNode[radius=5mm](0.98,0.985){B}\rput(0.98,0.985){\Large 
> $x_0$}    \ncline{A}{B}
>          \CNode[radius=1mm](0.8897,0.7915){C}\rput(0.8897,0.7915){x}
>          \CNode[radius=5mm](0.890,0.77){D}\rput(0.8897,0.77){\Large 
> $x_2$}    \ncline{C}{D}
>          \CNode[radius=1mm](0.8961,0.8031){E}\rput(0.8961,0.8031){x}
>          \CNode[radius=5mm](0.8961,0.82){F}\rput(0.8961,0.82){\Large 
> $x_7$}    \ncline{E}{F}
>          \CNode[radius=1mm](0.89508,0.80117){G}\rput(0.89508,0.80117){x}
>          \CNode[radius=5mm](0.915,0.801){H}\rput(0.915,0.801){\Large 
> $x_8$}    \ncline{G}{H}
>          \CNode[radius=1mm](0.8493,0.7213){I}\rput(0.8493,0.7213){x}
>          \CNode[radius=5mm](0.8493,0.68){J}\rput(0.8493,0.68){\Large 
> $x_4$}    \ncline{I}{J}
>          \CNode[radius=1mm](0.88811,0.788739){I}\rput(0.88811,0.788739){x}
>          \CNode[radius=5mm](0.87,0.788739){J}\rput(0.87,0.788739){\Large 
> $x_9$}    \ncline{I}{J}
>      \end{pspicture*}%
>    }%
> }
> 
> \end{document}
> 
> 
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