Comme annoncé, voici quelques exemples d'anamorphose cylindrique avec image vue verti...

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+fill
+grestore %}
+ restore %}
+restore %}
+restore %}
+showpage
+

diff --git a/doc/LISTE.txt b/doc/LISTE.txt
index e57c0a7..8878bfc 100644 (file)
--- a/doc/LISTE.txt
+++ b/doc/LISTE.txt
@@ -2,6 +2,10 @@
 possible_extensions.pdf
 pst-anamorphosis-doc-part1.pdf
 pst-anamorphosis-doc-part2.pdf
+anamorphose_cylindrique_verticale.pdf
+anamorphose_cylindrique_verticale.tex
+exemples_anamorphose_cylindrique_verticale.pdf
+exemples_anamorphose_cylindrique_verticale.tex
 == Les fichiers de pst-anamorphosis
 anamorphosis.pro
 pst-anamorphosis-add.sty
@@ -15,10 +19,14 @@ fig3d-anasphere.tex
 -
 donald.eps
 eiffel.eps
+KH_2.eps
 logo_syracuse.eps
 mickey.eps
+mickey2.eps
 parrot.eps
 pst-anamorphosis.eps
+sylvestre.eps
+sylvestreA4.eps
 tiger.eps
 -
 ALouisXIII.pst
@@ -26,3 +34,6 @@ LouisXIII.pst
 luckyluke.pst
 -
 eiffel.jpg
+exemple_grosminet3d.png
+exemple_mickey3d.png
+exemple_sylvestre_Vertical.png

diff --git a/doc/anamorphose_cylindrique_verticale.pdf b/doc/anamorphose_cylindrique_verticale.pdf
new file mode 100644 (file)
index 0000000..2e455cf
Binary files /dev/null and b/doc/anamorphose_cylindrique_verticale.pdf differ

diff --git a/doc/anamorphose_cylindrique_verticale.tex b/doc/anamorphose_cylindrique_verticale.tex
new file mode 100644 (file)
index 0000000..fc29940
--- /dev/null
+++ b/doc/anamorphose_cylindrique_verticale.tex
@@ -0,0 +1,456 @@
+
+\documentclass[12pt]{article}
+\usepackage[a4paper,margin=2cm]{geometry}
+\usepackage[latin1]{inputenc}
+\usepackage[T1]{fontenc}
+\usepackage{amsmath,amssymb}
+\usepackage[garamond]{mathdesign}
+\usepackage{pst-anamorphosis-add}
+\usepackage{pst-solides3d}
+\usepackage[colorlinks=true]{hyperref}
+\def\Cadre{{%
+\multido{\n=-2.0+0.5}{9}{%
+    \pnode(! \n\space 0){A}
+    \pnode(! \n\space 5){B}
+    \psline(A)(B)
+    \pslineA(A)(B)
+    }
+\multido{\N=0+0.5}{11}{%
+    \pnode(!-2 \N){A}
+    \pnode(!2 \N){B}
+    \pslineA(A)(B)
+    \psline(A)(B)
+    }}}
+\makeatletter
+%% === Echelle pour l'image  -----------------------------------------------
+\define@key[psset]{pst-solides3d}{unitPicture}{\edef\psk@solides@unitPicture{#1 }}
+\psset{unitPicture=28.45}
+%% === nombre de divisions des segments  -----------------------------------------------
+\define@key[psset]{pst-solides3d}{divisions}{\edef\psk@solides@divisions{#1 }}
+\psset{divisions=10}
+%%
+\def\psImage{\pst@object{psImage}}
+\def\psImage@i{\@ifnextchar({\psImage@ii}{\psImage@ii(0,0)}}
+\def\psImage@ii(#1,#2){{%
+  \ifPst@solidmemory\use@par\else\begin@ClosedObj\fi%
+\addto@pscode{
+%% === adapté de Jean-Michel Sarlat dans pst-anamorphosis ----------------------
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%% === Capture de commandes de systemdict --------------------------------------
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+/LINETO    { systemdict /lineto get exec    } def
+/MOVETO    { systemdict /moveto get exec    } def
+/CURVETO   { systemdict /curveto get exec   } def
+/CLOSEPATH { systemdict /closepath get exec } def
+/RLINETO   { systemdict /rlineto get exec   } def
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%% === Transformation des commandes de construction des path(s) ----------------
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+/tx@projectionDict 20 dict def
+tx@projectionDict begin
+/moveto {
+  /s@y ED /s@x ED /c@x s@x def /c@y s@y def
+  s@x unit_image div
+  s@y unit_image div
+  2 copy
+  sinPhi mul neg exch cosPhi mul add % x'
+  3 1 roll
+  cosPhi mul exch sinPhi mul add     % y'
+  /Ypoint exch def
+  /Xpoint exch def
+  projectionimage
+  MOVETO
+} bind def
+/lineto {
+  /c@yt ED /c@xt ED /dx c@xt c@x sub ND div def /dy c@yt c@y sub ND div def
+  1 1 ND {dup dx mul c@x add exch dy mul c@y add
+%/Ypoint exch unit_image div def
+%/Xpoint exch unit_image div def
+ unit_image div exch
+ unit_image div exch
+  2 copy
+  sinPhi mul neg exch cosPhi mul add % x'
+  3 1 roll
+  cosPhi mul exch sinPhi mul add     % y'
+  /Ypoint exch def
+  /Xpoint exch def
+  projectionimage
+  LINETO} for
+  /c@x c@xt def /c@y c@yt def
+} bind def
+/closepath {
+  s@x s@y lineto CLOSEPATH
+} bind def
+/curveto {
+  /c@yt ED /c@xt ED
+  /c@yb ED /c@xb ED
+  /c@ya ED /c@xa ED
+  1 1 NDC {
+    NDC div /s ED 1 s sub /t ED
+    t c@x mul 3 s c@xa mul mul add t mul 3 s s c@xb mul mul mul add t mul s 3 exp c@xt mul add
+    t c@y mul 3 s c@ya mul mul add t mul 3 s s c@yb mul mul mul add t mul s 3 exp c@yt mul add
+ unit_image div exch
+ unit_image div exch
+  2 copy
+  sinPhi mul neg exch cosPhi mul add % x'
+  3 1 roll
+  cosPhi mul exch sinPhi mul add     % y'
+  /Ypoint exch def
+  /Xpoint exch def
+   projectionimage
+   LINETO
+  } for
+  /c@x c@xt def /c@y c@yt def
+} bind def
+end
+%%%%%%%%%%%%%%%%%%%% fin %%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+/Atan { /atan load stopped { pop pop 0 } if } def
+save
+\tx@optionssolides
+    SolidesDict begin
+/cm {\pst@number\psunit mul } bind def
+/cm_1 {\pst@number\psunit div } bind def
+/unit_image \psk@solides@unitPicture def
+/fichier (\pst@solides@file) def
+/Normale {\pst@solides@normal\space unitaire3d } bind def
+/ND \psk@solides@divisions def
+/NDC {\psk@solides@divisions 3 mul} bind def
+/origin {\pst@solides@origin\space } def
+/cosPhi {phi cos} bind def
+/sinPhi {phi sin} bind def
+Normale
+/nz exch def
+/ny exch def
+/nx exch def
+/Phi {90 nz arccos sub} bind def
+/Theta {ny nx Atan} bind  def
+/sinT {Theta sin} bind def
+/cosT {Theta cos} bind def
+/sinP {Phi sin} bind def
+/cosP {Phi cos} bind def
+origin
+       /zO' exch def
+       /yO' exch def
+       /xO' exch def
+/projectionimage {
+% projection sur le plan
+Xpoint sinT mul neg Ypoint sinP cosT mul mul sub xO' add % x'
+Xpoint cosT mul Ypoint sinP mul sinT mul sub yO' add     % y'
+Ypoint cosP mul zO' add                                  % z'
+3dto2d %
+   } def
+ projectionsifacevisible not origin Normale planvisible? or {
+      /showpage {} def
+gsave
+tx@projectionDict begin
+#1 sinT mul neg #2 sinP cosT mul mul sub
+#1 cosT mul #2 sinP mul sinT mul sub
+#2 cosP mul
+3dto2d
+translate
+fichier run
+end
+grestore
+    } if
+end
+restore
+}%
+  \ifPst@solidmemory\else\end@ClosedObj\fi}\ignorespaces%
+}
+\makeatother
+\parindent=0pt
+\title{Anamorphose cylindrique : l'image dans le cylindre est vue verticalement}
+\date{6 avril 2013}
+\begin{document}
+\maketitle
+C'est un complément au package `\textsf{pst-anamorphosis}'\footnote{\url{http://melusine.eu.org/syracuse/G/pst-anamorphosis/doc/}} qui traite déjà de l'anamorphose cylindrique dans le cas où l'image vue est dans un plan horizontal.
+
+Les calculs sont identiques à ceux de l'anamorphose 3D\footnote{\url{http://manuel.luque.perso.neuf.fr/Anamorphoses/anamorphose3D/}}. Si l'on suppose que l'image doit être vue dans le plan $Oyz$ il suffit donc de faire $x_P=0$.
+
+Objet et image obéissent aux lois de la réflexion de l'optique géométrique :
+\begin{itemize}
+  \item rayon incident et rayon réfléchi appartiennent à un même
+  plan ;
+  \item rayon incident et rayon réfléchi sont symétriques par
+  rapport à la normale au miroir au point d'incidence.
+\end{itemize}
+L'image non déformée (celle qui est vue dans le miroir) est
+placée, dans cet exemple, au centre du miroir. Un rayon incident partant de
+l'objet anamorphique se réfléchit sur le miroir et après réflexion
+parvient à l'{\oe}il de notre observateur. L'observateur a
+l'illusion que le rayon provient du point image.
+Il  faut donc reconstruire mathématiquement la marche d'un tel
+rayon lumineux en partant de l'image dans le miroir.\par
+L'observateur est suffisamment éloigné du miroir pour pouvoir être
+considéré comme ponctuel.
+\section{Les calculs}
+Soit $P$ un point de l'image, $V$ l'{\oe}il de l'observateur. Traçons un
+droite $PV$ et déterminons le point d'intersection $I$ avec le
+cylindre : c'est le point d'incidence.\par
+$V(x_V,y_V,z_V)$ et $P(x_P,y_P,z_P)$\par
+L'équation paramétrique de la droite $(PV)$ s'écrit $\overrightarrow{IV}=\rho\overrightarrow{PV}$:
+$$\left\lbrace
+    \begin{array}{lcl}
+      x_V-x_I&=&\rho x_V\\
+      y_V-y_I&=&\rho(y_V-y_P)\\
+      z_V-z_I&=&\rho(z_V-z_P)
+      \end{array}
+      \right.
+      \Longrightarrow
+    \left\lbrace
+    \begin{array}{lcl}
+      x_I&=&x_V(1-\rho)\\
+      y_I&=&y_V(1-\rho)+\rho y_P\\
+      z_I&=&z_V(1-\rho)+\rho z_P
+      \end{array}
+      \right.
+      $$
+Le point $I$ appartenant au cylindre, ses coordonnées vérifient la
+relation :
+$$x_I^2+y_I^2=R$$
+Après développement, on obtient l'équation du second degré en $\rho$~:
+$$a\rho^2+2b'\rho+c=0$$ avec :
+    $$\left\lbrace
+    \begin{array}{l}
+      a=x_V^2+(y_V+y_P)^2\\
+      b'=x_Vx_P+y_Vy_P-x_V^2-y_V^2\\
+      c=x_V^2+y_V^2-R^2
+      \end{array}
+      \right.
+      $$
+La résolution de cette équation nous donne les solutions
+classiques:
+$$\left\lbrace
+    \begin{array}{l}
+      \rho'=\dfrac{-b'+\sqrt{\Delta'}}{a}\\
+      \rho''=\dfrac{-b'-\sqrt{\Delta'}}{a}
+      \end{array}
+      \right.
+      \qquad \Delta'=b'^2-ac
+      $$
+On retiendra la plus petite valeur positive des deux, que par la suite j'appelle $\rho$.
+\par
+$IV$ représente le rayon réfléchi par le miroir. Le rayon incident est
+défini par la droite symétrique de $IV$ par rapport à la normale
+au miroir en $I$. Je cherche le symétrique de $V$, nommé $V'$ par rapport à
+cette normale $IN$. Ce point $V'$ remplit deux conditions :
+\begin{enumerate}
+  \item $\overrightarrow{IV}+\overrightarrow{IV'}=k\overrightarrow{IN}$
+  \item $\overrightarrow{VV'}.\overrightarrow{IN}=0$
+\end{enumerate}
+La normale $(IN)$ a pour vecteur directeur
+$\overrightarrow{IN}(x_I,y_I,0)$\\
+La première condition se traduit par :
+$$\left\lbrace
+    \begin{array}{l}
+      x_V-x_I+x_{V'}-x_I=kx_I\\
+      y_V-x_I+y_{V'}-y_I=ky_I\\
+      z_V-z_I+z_{V'}-z_I=0
+      \end{array}
+      \right.
+    \Longrightarrow
+  \left\lbrace
+    \begin{array}{l}
+      x_{V'}=kx_I+2x_I-x_V\\
+      y_{V'}=ky_I+2y_I-y_V\\
+      z_{V'}=2z_I-z_V
+      \end{array}
+      \right.
+      $$
+La deuxième par :
+$$(x_{V'}-x_V)x_I+(y_{V'}-y_V)y_I=0$$
+En remplaçant $x_{V'}$ et $y_{V'}$ tirés de la première condition
+dans la deuxième :
+$$k(x_I^2+y_I^2)+2x_I^2-2x_Vx_I+2y_I^2-2y_Vy_I=0$$
+$$kR^2+2R^2=2(x_Vx_I+y_Vy_I)$$
+$$k+2=\dfrac{2}{R^2}(x_Vx_I+y_Vy_I)$$
+Les coordonnées de $V'$ s'en déduisent :
+$$ \left\lbrace
+    \begin{array}{l}
+      x_{V'}=(k+2)x_I-x_V\\
+      y_{V'}=(k+2)y_I-y_V\\
+      z_{V'}=z_V(1-2\rho)
+      \end{array}
+      \right.
+      $$
+Il reste à trouver l'intersection de $(IV')$ avec le plan
+horizontal $z=0$.\par
+\'Equation paramétrique de $IV'$, M étant un point courant :
+$\overrightarrow{MV'}=\alpha\overrightarrow{IV'}$
+$$ \left\lbrace
+    \begin{array}{l}
+      x_{V}'-x=\alpha(x_{V'}-x_I)\\
+      y_{V'}-y=\alpha(y_{V'}-y_I)\\
+      z_{V'}-z=\alpha(z_{V'}-z_I)
+      \end{array}
+      \right.
+      $$
+$z=0\Longrightarrow \alpha=\dfrac{z_{V'}}{z_{V'}-z_I}$ soit
+$$\alpha=\dfrac{(1-2\rho)z_V+\rho z_P}{-\rho z_V+\rho z_P}$$
+En remplaçant $\alpha$ par son expression, nous obtenons les coordonnées du point de l'objet
+anamorphique.
+$$ \left\lbrace
+    \begin{array}{l}
+      x=x_{V'}-\alpha(x_{V'}-x_I)\\
+      y=y_{V'}-\alpha(y_{V'}-y_I)
+      \end{array}
+      \right.
+      $$
+Cette série de calculs doit être appliquée à tous les points de
+l'image « normale » afin d'obtenir l'objet anamorphique (déformé)
+dont le miroir « redressera » la forme.
+
+On notera que la position en hauteur de l'observateur $z_V$ intervient dans le coefficient $\alpha$.
+
+%\begin{verbatim}
+%  /Zp exch s@@y mul t@@y add def /Xp exch s@@x mul t@@x add def
+%  /a Xv Xp sub dup mul Yv dup mul add def
+%  /b Xv Xp mul Xv dup mul sub Yv dup mul sub def
+%  /c R neg Xv dup mul add Yv dup mul add def
+%  /d b dup mul a c mul sub 0.5 exp def
+%  /rho1 b neg d sub a div def
+%  /rho2 b neg d add a div def
+%  rho2 rho1 ge {/rho rho1 def}{/rho rho2 def} ifelse
+%  /xi Xv dup Xp sub rho mul sub def
+%  /yi Yv 1 rho sub mul def
+%  /zi Zv dup Zp sub rho mul sub def
+%  /alpha 2 zi mul Zv sub zi Zv sub div def
+%  /k 2 Xv xi mul Yv yi mul add mul R div def
+%  /xv k xi mul Xv sub def
+%  /yv k yi mul Yv sub def
+%  xv dup xi sub alpha mul sub
+%  yv dup yi sub alpha mul sub
+%\end{verbatim}
+
+\begin{center}
+\begin{pspicture}(-8,-8)(10,6)
+\psframe(-8,-8)(10,6)
+\psset{viewpoint=100 -20 40 rtp2xyz,Decran=60,lightsrc=viewpoint}
+\psSolid[object=plan,
+         definition=normalpoint,
+         args={0 0 0 [1 0 0 90]},
+         action=draw,linecolor=red,
+%         planmarks,
+%         showBase,
+         base=-11 11 0 6]
+\psSolid[object=plan,
+         definition=normalpoint,
+         args={0 0 0 [0 0 1 -90]},
+         action=draw,linecolor=red,
+%         planmarks,
+%         showBase,
+         base=-11 11 -8 13]
+\psset{solidmemory}
+\psImage[file=sylvestreA4.eps,normal=0 0 1,origine=0 0 0,divisions=2,unitPicture=23](0,7)
+\defFunction[algebraic]{Cylindre}(t){2*cos(t)}{2*sin(t)}{0}
+\psSolid[object=cylindre,function=Cylindre,%unit=0.035,
+        range=1.57 4.71,
+        axe=0 0 1,h=6,
+        ngrid=1 42,grid,
+        incolor=yellow!50,
+        linecolor=blue!20,
+        fillcolor=blue!20](0,0,0)
+\multido{\n=-2.0+0.5}{9}{\psLineIIID(0,\n,0)(0,\n,5)}
+\multido{\nz=0.0+0.5}{11}{\psLineIIID(0,-2,\nz)(0,2,\nz)}
+\psImage[file=sylvestre.eps,normal=1 0 0,origine=0 0 0,divisions=5](0,2.5)
+\defFunction[algebraic]{Cylindre}(t){2*cos(t)}{2*sin(t)}{0}
+\psSolid[object=cylindre,function=Cylindre,
+        range=-1.57 1.57,opacity=0.2,
+        axe=0 0 1,h=6,
+        ngrid=1 42,grid,
+        incolor=yellow!50,
+        linecolor=blue!20,
+        fillcolor=blue!20](0,0,0)
+\psSolid[object=plan,
+        definition=equation,
+        args={[0 0 1 -6]},
+        action=none,
+        name=monplan]
+\psProjection[object=cercle,plan=monplan,
+              args=0 0 2,
+              range=0 360]
+\psSolid[object=plan,
+        definition=equation,
+        args={[0 0 1 0]},
+        action=none,
+        name=monPlan]
+\psProjection[object=cercle,plan=monPlan,
+              linestyle=dotted,
+              args=0 0 2,
+              range=0 360]
+\psLineIIID[linecolor=red](0,-11,6)(0,11,6)%}
+\axesIIID(0,0,0)(14,14,7)
+\end{pspicture}
+\end{center}
+\section{Le nouveau paramètre}
+Pour garder la compatibilité avec le package `\textsf{pst-anamorphosis}', une nouvelle option a été rajoutée \colorbox{yellow}{\texttt{type=cylindricalV}}.
+\begin{center}
+\psscalebox{0.75}{
+\begin{pspicture}(-11,-12)(11,7)
+\pscircle{2}
+\rput(0,6){\parbox{4cm}{Cette image est en \\
+                        réalité perpendiculaire au plan de la figure}}
+\psset{Yv=-15,Xv=0,Zv=15,type=cylindricalV,Rmirror=2}
+\Cadre
+\psanamorphosis[drawanamorphosis=true](0,2.5){sylvestre.eps}
+\end{pspicture}}
+\end{center}
+\begin{verbatim}
+\begin{pspicture}(-11,-12)(11,7)
+\pscircle{2}
+\rput(0,6){\parbox{4cm}{Cette image est en \\réalité perpendiculaire au plan de la figure}}
+\psset{Yv=-15,Xv=0,Zv=15,type=cylindricalV,Rmirror=2}
+\Cadre
+\psanamorphosis[drawanamorphosis=true](0,2.5){sylvestre.eps}
+\end{pspicture}
+\end{verbatim}
+
+Une autre option a encore été rajoutée permettant de placer ou non l'image vue dans le cylindre : \colorbox{yellow}{\texttt{image}}.
+\newpage
+\section{Un autre exemple}
+La carte est extraite du jeu proposé par \url{http://sourceforge.net/projects/vector-cards/?source=dlp}.
+\begin{center}
+\psscalebox{0.66}{
+\begin{pspicture}(-10,-12)(10,9)
+\pscircle[doubleline=true]{2}
+\psset{Yv=-15,Xv=0,Zv=15,type=cylindricalV,Rmirror=2}
+\psanamorphosis[drawanamorphosis=true,scale=0.6 0.6](0,0){KH_2.eps}
+{%
+\psset{linestyle=dotted,linecolor=red}
+\multido{\n=-2+0.5}{9}{%
+    \pnode(! \n\space 0){A}
+    \pnode(! \n\space 5.5){B}
+    \psline(A)(B)
+    \pslineA(A)(B)
+    }
+\multido{\N=0.0+0.5}{12}{%
+    \pnode(!-2 \N){A}
+    \pnode(!2 \N){B}
+    \pslineA(A)(B)
+    \psline(A)(B)
+    }}
+\rput(0,6.5){\parbox{4cm}{Cette carte est en \\réalité perpendiculaire au plan de la figure}}
+\end{pspicture}}
+\end{center}
+\begin{verbatim}
+\begin{pspicture}(-10,-12)(10,12)
+\pscircle[doubleline=true]{2}
+\psset{Yv=-15,Xv=0,Zv=15,type=cylindricalV,Rmirror=2}
+\psanamorphosis[drawanamorphosis=true,scale=0.6 0.6](0,0){KH_2.eps}
+{%
+\psset{linestyle=dotted,linecolor=red}
+\multido{\n=-2+0.5}{9}{%
+    \pnode(! \n\space 0){A}
+    \pnode(! \n\space 5.5){B}
+    \psline(A)(B)
+    \pslineA(A)(B)
+    }
+\multido{\N=0.0+0.5}{12}{%
+    \pnode(!-2 \N){A}
+    \pnode(!2 \N){B}
+    \pslineA(A)(B)
+    \psline(A)(B)
+    }}
+\end{pspicture}
+\end{verbatim}
+\end{document} 
\ No newline at end of file

diff --git a/doc/anamorphosis.pro b/doc/anamorphosis.pro
index 698afca..8848874 100644 (file)
--- a/doc/anamorphosis.pro
+++ b/doc/anamorphosis.pro
@@ -73,6 +73,28 @@ end
   yv dup yi sub alpha mul sub
 } def
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+%% === L'image est verticale --------------------------------------------------
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+/pst-cylindricalV {
+  /Zp exch s@@y mul t@@y add def /Xp exch s@@x mul t@@x add def
+  /a Xv Xp sub dup mul Yv dup mul add def
+  /b Xv Xp mul Xv dup mul sub Yv dup mul sub def
+  /c R neg Xv dup mul add Yv dup mul add def
+  /d b dup mul a c mul sub 0.5 exp def
+  /rho1 b neg d sub a div def
+  /rho2 b neg d add a div def
+  rho2 rho1 ge {/rho rho1 def}{/rho rho2 def} ifelse
+%  /alpha 2 1 rho div sub Zv mul Zv Zp add div def
+  /xi Xv dup Xp sub rho mul sub def
+  /yi Yv 1 rho sub mul def
+  /zi Zv dup Zp sub rho mul sub def
+  /alpha 2 zi mul Zv sub zi Zv sub div def
+  /k 2 Xv xi mul Yv yi mul add mul R div def
+  /xv k xi mul Xv sub def
+  /yv k yi mul Yv sub def
+  xv dup xi sub alpha mul sub
+  yv dup yi sub alpha mul sub
+} def
 %% === L'anamorphose conique ---------------------------------------------------
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 /pst-conical {
@@ -146,7 +168,7 @@ end
 /Image {
   gsave
     /showpage {} def
-    t@@x t@@y translate s@@x s@@y scale 
+    t@@x t@@y translate s@@x s@@y scale
     fichier run
   grestore
 } def

diff --git a/doc/exemple_grosminet3d.png b/doc/exemple_grosminet3d.png
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index 0000000..a9117c3
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diff --git a/doc/exemple_sylvestre_Vertical.png b/doc/exemple_sylvestre_Vertical.png
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diff --git a/doc/exemples_anamorphose_cylindrique_verticale.pdf b/doc/exemples_anamorphose_cylindrique_verticale.pdf
new file mode 100644 (file)
index 0000000..d3d0c84
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diff --git a/doc/exemples_anamorphose_cylindrique_verticale.tex b/doc/exemples_anamorphose_cylindrique_verticale.tex
new file mode 100644 (file)
index 0000000..291071c
--- /dev/null
+++ b/doc/exemples_anamorphose_cylindrique_verticale.tex
@@ -0,0 +1,182 @@
+\documentclass[12pt]{article}
+\usepackage{pst-anamorphosis-add,pst-3d}
+\usepackage[nomessages]{fp}
+\usepackage[T1]{fontenc}
+\usepackage[latin1]{inputenc}
+\usepackage{amsmath,amssymb}
+\usepackage[a4paper,margin=2cm]{geometry}
+\pagestyle{empty}
+\def\spectateur{
+%la pupille
+    \SpecialCoor
+    \pscurve(1;160)(0.8;180)(1;200)
+%colorer la pupille
+    \pscustom[linewidth=0.05]{\gsave\psarc(0,0){1}{165}{195}
+              \pscurve(1;195)(0.85;180)(1;165)
+              \fill[fillstyle=solid,fillcolor=blue]\grestore}
+              \pscurve[linewidth=.4pt](1;195)(0.85;180)(1;165)
+    %les cils
+    {\psset{linewidth=0.05}
+    \psarc(0,1){1}{180}{270}
+    \psarc(0,-1){1}{90}{180}}
+    \psarc(0,0){1}{150}{210}
+\pscurve[linewidth=0.075](-.5,3.7)(-1,3)(-1.2,2.5)(-1.3,2)
+(-1.4,1)(-1.35,0.5)(-1.2,-.2)(-1.3,-.5)
+(-1.4,-1)(-1.5,-1.5)(-1.8,-2)(-1.8,-2.3)%
+ (-1.65,-2.5)(-1.35,-2.55)(-.95,-2.8)
+(-.95,-3.35)(-1,-3.65)(-.8,-4)(-.4,-4.1)
+\pscurve[linewidth=0.075](-0.5,3.7)(0.5,4.3)(2.2,4.7)(4,4.5)(5.6,3.5)(6.3,2)(6.2,0)(5.8,-1.2)(5.1,-2.4)(4.9,-4.2)(5.5,-6)
+\pscurve[linewidth=0.075](-.8,-4)(-.8,-4.2)(-.5,-4.5)(-.4,-5)(-.25,-5.5)(0,-5.8)(.5,-6)(1.6,-5.8)(2.1,-5.6)(2.7,-6.5)(3.1,-7.2)
+\pscurve[linewidth=0.1](-1.4,1)(-1,1.5)(0.2,1)
+\pscurve[linewidth=0.075](2.8,0.2)(3.4,0.7)(4,0.2)(4.2,-0.8)(4,-1.5)(3,-2)(2.8,-1.5)
+\pscurve[linewidth=0.075](-1.5,-2.5)(-1.2,-2.45)(-0.8,-2.6)(-0.5,-2.5)(-0.7,-2)}
+
+\begin{document}
+\psscalebox{0.5}{
+\begin{pspicture}(-14,-12)(14,11)
+\psframe[linecolor=red](-16,-12)(20,11)
+\newcommand\Rmirror{2}
+\newcommand\vx{-1}
+\newcommand\vy{-1}
+\newcommand\vz{1}
+\pstVerb{/ANGLE \vy\space \vx\space atan def
+         /XC1 \Rmirror\space ANGLE -90 add cos mul def
+         /YC1 \Rmirror\space ANGLE 90 add sin mul neg def
+         /XC2 \Rmirror\space ANGLE -90 add cos mul neg def
+         /YC2 \Rmirror\space ANGLE 90 add sin mul def}%
+\psset{viewpoint={\vx} {\vy} {\vz}}
+\ThreeDput[normal=0 0 1](0,0,0){%
+\psgrid[gridlabels=0pt,subgriddiv=0,gridcolor=lightgray,griddots=10](-13,-14)(13,10)
+\psset{Yv=-20,Xv=0,Zv=15,type=cylindricalV,Rmirror=\Rmirror}
+\psframe[linecolor=red](-13,10)(13,-14)
+\multido{\n=-2.0+0.5}{9}{%
+    \pnode(! \n\space 0){A}
+    \pnode(! \n\space 5){B}
+%    \psline(A)(B)
+    \pslineA(A)(B)
+    }
+\multido{\N=0+0.5}{11}{%
+    \pnode(!-2 \N){A}
+    \pnode(!2 \N){B}
+    \pslineA(A)(B)
+%    \psline(A)(B)
+    }
+\psanamorphosis[drawanamorphosis=true,image](0,2.5){sylvestre.eps}
+\psarcn[linecolor=blue,linewidth=0.05](0,0){\Rmirror}{! ANGLE 90 add}{! ANGLE 90 sub}
+\psarc[linestyle=dashed](0,0){\Rmirror}{! ANGLE 90 add}{! ANGLE 90 sub}
+\pnode(!XC1 YC1){A1}
+\pnode(!XC2 YC2){A2}
+}
+\ThreeDput[normal=0 -1 0](0,0,0){%
+\psgrid[gridlabels=0pt,subgriddiv=0,gridcolor=lightgray,griddots=10](-13,0)(13,6)
+\psframe[linecolor=red](-13,0)(13,6)
+\psframe[fillstyle=solid](-2,0)(2,5)
+\multido{\n=-2.0+0.5}{9}{%
+    \pnode(! \n\space 0){A}
+    \pnode(! \n\space 5){B}
+    \psline(A)(B)
+    }
+\multido{\N=0+0.5}{11}{%
+    \pnode(!-2 \N){A}
+    \pnode(!2 \N){B}
+    \psline(A)(B)
+    }
+\psanamorphosis[drawanamorphosis=false,image=true](0,2.5){sylvestre.eps}
+    }
+\ThreeDput[normal=0 0 1](0,0,6){%
+\pscircle[linecolor=blue,linewidth=0.05](0,0){\Rmirror}
+\pnode(!XC1 YC1){B1}
+\pnode(!XC2 YC2){B2}
+}
+\psline[linecolor=blue,linewidth=0.05](A1)(B1)
+\psline[linecolor=blue,linewidth=0.05](A2)(B2)
+\ThreeDput[normal=-1 0 0](0,0,0){%
+\pnode(20,15){V}
+%\pnode(20,0){Vx}
+%\pnode(0,15){Vy}
+\rput{30}(V){\psscalebox{0.5}{\spectateur}}
+}
+%\psline[linestyle=dashed](Vy)(V)(Vx)
+%\psline[linestyle=dashed](0,0)(Vx)
+%\psline[linestyle=dashed](Vy)(0,0)
+\end{pspicture}}
+
+La position du spectateur est déterminée par les paramètres \verb+\psset{Yv=-20,Xv=0,Zv=15}+. On pourra placer l'\oe{}il de l'observateur dans le schéma avec les commandes suivantes :
+\begin{verbatim}
+\ThreeDput[normal=-1 0 0](0,0,0){%
+\pnode(20,15){V}
+\rput{30}(V){\psscalebox{0.5}{\spectateur}}
+}
+\end{verbatim}
+Un autre personnage et un autre point de vue :
+
+\psscalebox{0.5}{
+\begin{pspicture}(-14,-8)(14,11)
+\psframe[linecolor=red](-18,-8)(21,9)
+\newcommand\Rmirror{2}
+\newcommand\vx{-1}
+\newcommand\vy{-1}
+\newcommand\vz{0.5}
+\pstVerb{/ANGLE \vy\space \vx\space atan def
+         /XC1 \Rmirror\space ANGLE -90 add cos mul def
+         /YC1 \Rmirror\space ANGLE 90 add sin mul neg def
+         /XC2 \Rmirror\space ANGLE -90 add cos mul neg def
+         /YC2 \Rmirror\space ANGLE 90 add sin mul def}%
+\psset{viewpoint={\vx} {\vy} {\vz}}
+\ThreeDput[normal=0 0 1](0,0,0){%
+\psgrid[gridlabels=0pt,subgriddiv=0,gridcolor=lightgray,griddots=10](-15,-15)(14,11)
+\psset{Yv=-20,Xv=0,Zv=10,type=cylindricalV,Rmirror=\Rmirror}
+\psframe[linecolor=red](-15,11)(14,-15)
+\pslineA[fillstyle=solid,fillcolor=yellow!20](-2,0)(2,0)(2,3.5)(-2,3.5)(-2,0)
+\multido{\n=-2.0+0.5}{9}{%
+    \pnode(! \n\space 0){A}
+    \pnode(! \n\space 3.5){B}
+%    \psline(A)(B)
+    \pslineA(A)(B)
+    }
+\multido{\N=0+0.5}{8}{%
+    \pnode(!-2 \N){A}
+    \pnode(!2 \N){B}
+    \pslineA(A)(B)
+%    \psline(A)(B)
+    }
+\psanamorphosis[drawanamorphosis=true,image](0,0){mickey2.eps}
+\psarcn[linecolor=blue,linewidth=0.05](0,0){\Rmirror}{! ANGLE 90 add}{! ANGLE 90 sub}
+\psarc[linestyle=dashed](0,0){\Rmirror}{! ANGLE 90 add}{! ANGLE 90 sub}
+\pnode(!XC1 YC1){A1}
+\pnode(!XC2 YC2){A2}
+}
+\ThreeDput[normal=0 -1 0](0,0,0){%
+\psgrid[gridlabels=0pt,subgriddiv=0,gridcolor=lightgray,griddots=10](-15,0)(14,6)
+\psframe[linecolor=red](-15,0)(14,6)
+\psframe[fillstyle=solid,fillcolor=yellow!20](-2,0)(2,3.5)
+\multido{\n=-2.0+0.5}{9}{%
+    \pnode(! \n\space 0){A}
+    \pnode(! \n\space 3.5){B}
+    \psline(A)(B)
+    }
+\multido{\N=0+0.5}{8}{%
+    \pnode(!-2 \N){A}
+    \pnode(!2 \N){B}
+    \psline(A)(B)
+    }
+\psanamorphosis[drawanamorphosis=false,image=true](0,0){mickey2.eps}
+    }
+\ThreeDput[normal=0 0 1](0,0,5){%
+\pscircle[linecolor=blue,linewidth=0.05](0,0){\Rmirror}
+\pnode(!XC1 YC1){B1}
+\pnode(!XC2 YC2){B2}
+}
+\psline[linecolor=blue,linewidth=0.05](A1)(B1)
+\psline[linecolor=blue,linewidth=0.05](A2)(B2)
+\ThreeDput[normal=-1 0 0](0,0,0){%
+\pnode(20,10){V}
+%\pnode(20,0){Vx}
+%\pnode(0,15){Vy}
+\rput{30}(V){\psscalebox{0.5}{\spectateur}}
+}
+%\psline[linestyle=dashed](Vy)(V)(Vx)
+%\psline[linestyle=dashed](0,0)(Vx)
+%\psline[linestyle=dashed](Vy)(0,0)
+\end{pspicture}}
+\end{document} 
\ No newline at end of file

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diff --git a/doc/pst-anamorphosis-add.tex b/doc/pst-anamorphosis-add.tex
index d06c42c..817ea71 100644 (file)
--- a/doc/pst-anamorphosis-add.tex
+++ b/doc/pst-anamorphosis-add.tex
@@ -13,8 +13,8 @@
 \ifx\PSTnodesLoaded\endinput\else\input pst-node \fi
 \ifx\MultidoLoaded\endinput\else \input multido.tex \fi
 \ifx\PSTXKeyLoaded\endinput\else  \input pst-xkey \fi
-\def\fileversion{0.3}
-\def\filedate{2011/10/19}
+\def\fileversion{0.2}
+\def\filedate{2011/10/13}
 \message{`PSTANAMORPHOSISAdd' v\fileversion, \filedate}
 
 
@@ -103,12 +103,9 @@ n1 {
     \pssetlength\pst@dimc{#2}%
     \def\pst@linetype{4}%
     \addto@pscode{
-    \tx@optionsanamorphosis
-    \tx@optionsanamorphosisAdd
       \pst@coor /yC exch def /xC exch def
       \ifPst@SpecialLength \pst@SpecialLength \else \pst@number\pst@dimc \fi
-      \psk@dimen CLW mul sub
-      /rayon exch def
+      \psk@dimen CLW mul sub /rayon exch def
       rayon xC add yC
       tx@anamorphosisPathDict begin Anamorphose end
       moveto
@@ -326,6 +323,7 @@ gsave
     fill
 grestore
 stroke
+\ifPst@Anamorphose@image
 % le texte dans le cercle
 t@@x t@@y translate
 s@@x s@@y scale
@@ -336,6 +334,7 @@ gsave
     fill
 grestore
 stroke
+\fi
   }%
   \end@SpecialObj%
 \endgroup%

diff --git a/doc/pst-anamorphosis.tex b/doc/pst-anamorphosis.tex
index c91d9ad..ed08750 100644 (file)
--- a/doc/pst-anamorphosis.tex
+++ b/doc/pst-anamorphosis.tex
@@ -11,8 +11,8 @@
 % Requires some packages
 \ifx\PSTricksLoaded\endinput\else \input pstricks \fi
 \ifx\PSTXKeyLoaded\endinput\else  \input pst-xkey \fi
-\def\fileversion{0.21}
-\def\filedate{2011/10/14}
+\def\fileversion{0.3}
+\def\filedate{2011/10/21}
 \message{`PSTANAMORPHOSIS' v\fileversion, \filedate}
 
 \pstheader{anamorphosis.pro}
@@ -58,11 +58,12 @@
 \newif\ifPst@Anamorphose@draw
 \define@key[psset]{pst-anamorphosis}{drawanamorphosis}[true]{\@nameuse{Pst@Anamorphose@draw#1}}
 \psset[pst-anamorphosis]{drawanamorphosis=true}
-%
-%% === Chemin pour les dessins ---------------------------------------------
-\define@key[psset]{pst-anamorphosis}{path}{\edef\psk@Anamorphose@Path{#1}} % chemin des dessins
-\psset{path=}
-
+% 
+%% === Option pour ne pas dessiner l'image vue ---------------------
+% 23 mars 2013
+\newif\ifPst@Anamorphose@image
+\define@key[psset]{pst-anamorphosis}{image}[false]{\@nameuse{Pst@Anamorphose@image#1}}
+\psset[pst-anamorphosis]{image=true}
 %% Reservation des noms de macros
 % adaptation de la macro de pst-solides3d
 % #1=type de reservation associee a une liste qui
@@ -74,7 +75,7 @@
 }}
 % nature de l'anamorphose
 \def\pst@anamorphosis@list@type{%
-  cylindrical,conical,spherical,perspective,inverseperspective}
+  cylindrical,conical,spherical,perspective,inverseperspective,cylindricalV}
 %
 %% Reservation de macros correspondants aux types
 \pst@anamorphosis@reservednames{type}
@@ -108,16 +109,18 @@
 
 \def\psanamorphosis{\def\pst@par{}\pst@object{psanamorphosis}}
 \def\psanamorphosis@i{\@ifnextchar({\psanamorphosis@do}{\psanamorphosis@do(0,0)}}
-\def\psanamorphosis@do(#1)#2{%  #1 = fichier.eps à transformer
+\def\psanamorphosis@do(#1)#2{%  #2 = fichier.eps à transformer
 \begingroup%
 \use@par%
   \begin@SpecialObj%
   \pst@@getcoor{#1}%
     \addto@pscode{
       \pst@coor /t@@y ED /t@@x ED % Translate
-      /fichier (\psk@Anamorphose@Path#2) def
+      /fichier (#2) def
     \tx@optionsanamorphosis
+\ifPst@Anamorphose@image
      Image
+\fi
 \ifPst@Anamorphose@draw
    tx@anamorphosisPathDict begin
       gsave

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new file mode 100644 (file)
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+++ b/doc/sylvestre.eps
@@ -0,0 +1,2278 @@
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