1 \section{Alphabetical list of keywords
}
4 %%% some convenient definitions
5 \def\|
{\discretionary{|
}{}{|
}}%%%
6 \def\_{\discretionary{}{}{}}%%%
7 \def\
[{{\upshape [}}%%%
8 \def\
]{{\upshape ]}}%%%
9 \def\(
{{\upshape (
}}%%%
10 \def\)
{{\upshape )
}}%%%
11 \def\kwd#1{\texttt{\upshape #1}}%%%
12 \def\~
{\discretionary{\kwd|
}{}{\kwd|
}}%%%
13 \let\mc\multicolumn%%%
14 \def\£
{\hphantom{def
}}
16 \begin{tabular
}{|p
{3.5cm
}|p
{5.8cm
}|
}
18 \multicolumn2{|c|
}{\textbf{Glossary of symbols
}}\\
[.2em
]
20 \multicolumn{1}{|l|
}{\textbf{Symbol
}}&
21 \multicolumn{1}{l|
}{\textbf{Use/meaning
}} \\
\hline
22 \kwd{object
},
\kwd{sommets
}, ...& keywords\\
23 $A$, $B$, $C$, $I$, $P$ & names of points\\
24 $x$ $y$ & coordinates of a point in a plane\\
25 $x$ $y$ $z$ & coordinates of a
3d point\\
26 $r$ $
\theta$ $
\phi$ & spherical coordinates of a
3d point\\
27 $L$, $M$ & names of lines\\
28 $C$, $r$ & circle, centre name $C$, radius $r$\\
29 $a$ $b$ $c$ & components of a normal\\
30 \
[$a$ $b$ $c$ $d$\
]&the plane $ax+by+cz+d=
0$\\
31 $a$, $b$ & intercepts of lines\\
32 $u$, $v$ & names of vectors\\
33 $
\alpha$ & angle/angle of rotation\\
34 $k$ & scaling factor\\
35 $S$ & name of a solid\\
36 $i$ & index number of a vertex/face\\
38 \textit{num
} & integer\\
39 \textit{value
} & real number\\
40 \textit{length
} & positive real number\\
41 \textit{string
} & text string\\
42 $a$\~$b$\~$c$\~... & alternatives\\
47 \begin{longtable
}{|>
{\bfseries\ttfamily\color{blue
}}p
{2.4cm
}@
{}
48 |>
{\ttfamily}p
{4.5cm
}@
{}|>
{\itshape}p
{7.5cm
}@
{}|>
{\ttfamily}p
{1.7cm
}@
{}|
}
50 \multicolumn{1}{|l|
}{\textbf{Name
}}&
51 \multicolumn{1}{l|
}{\textbf{Command/Object
}}&
52 \multicolumn{1}{l|
}{\textbf{Value
}}&
53 \multicolumn{1}{l|
}{\textbf{Default
}} \\
\hline\hline
56 \multicolumn{1}{|l|
}{\textbf{Name
}}&
57 \multicolumn{1}{l|
}{\textbf{Command/Object
}}&
58 \multicolumn{1}{l|
}{\textbf{Value
}}&
59 \multicolumn{1}{l|
}{\textbf{Default
}} \\
\hline\hline
61 \multicolumn{4}{|r|
}{\textit{Continued on next page
}}\\
\hline
63 \hline \multicolumn{4}{|r|
}{\textit{End of table
}}\\
\hline
67 \textbackslash{}psSolid&&\\
[.5em
]
68 &object=cube\|tetrahedron\|octahedron\|
%
69 dodecahedron\|icosahedron&length&
2\\
73 \textbackslash{}psSolid&&\\
[.5em
]
74 &object=
\_parallelepiped&length&
4\\
78 \textbackslash{}psSolid&
\upshape\ttfamily
79 none\|draw\|draw*\|draw**\|writeobj\|writeoff\|writesolid&
\texttt{draw**
}\\
83 \textbackslash{}psSolid&
84 \kwd{all
}\~ $i_0$ $i_1$ ... $i_n$&\\
88 \textbackslash{}psSolid&value&
0.8\\
92 \textbackslash{}psSolid&
97 \textbackslash{}psFunction,
\textbackslash{}psSurface&
102 \textbackslash{}psSolid&&\\
[.5em
]
106 &\£=equation&\
{\
[a b c d \
]\
}\~
%
107 \
{\
[a b c d \
] $
\alpha$\
}&\\
108 &\£=normalpoint&\
{$x_0$ $y_0$ $z_0$ \
[a b c\
]\
}\~&\\
109 &&\
{$x_0$ $y_0$ $z_0$ \
[a b c $
\alpha$\
]\
}\~&\\
110 &&\
{$x_0$ $y_0$ $z_0$ \
[$u_x$ $u_y$ $u_z$ a b c\
]\
}\~&\\
111 &&\
{$x_0$ $y_0$ $z_0$ \
[$u_x$ $u_y$ $u_z$ a b c $
\alpha$\
]\
}&\\
112 &\£=solidface&$S$ $i$&\\
[.5em
]
114 &object=point&$x$ $y$ $z$ \~ $P$&\\
116 &\£=addv3d&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \~ u v&\\
117 &\£=barycentre3d&\
{\
[$A$ $i_A$ $B$ $i_B$\
]\
}&\\
118 &\£=hompoint3d&$P$ $A$ $k$&\\
119 &\£=isobarycentre3d&\
{\
[$A_0$ $A_1$ ... $A_n$\
]\
}&\\
120 &\£=milieu3d&$A$ $B$&\\
121 &\£=mulv3d&$x$ $y$ $z$ $k$ \~ $u$ $k$&\\
122 &\£=normalize3d&$x$ $y$ $z$ \~ $u$&\\
123 &\£=orthoprojplane3d&$P$ $A$ $v$&\\
124 &\£=rotateOpoint3d&$P$ $
\alpha_x$ $
\alpha_y$ $
\alpha_z$&\\
125 &\£=scaleOpoint3d&$x$ $y$ $z$ $k_x$ $k_y$ $k_z$ \~ name $k_x$ $k_y$ $k_z$&\\
126 &\£=solidcentreface&$S$ $i$&\\
127 &\£=solidgetsommet&$S$ $i$&\\
128 &\£=subv3d&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \~ $u$ $v$&\\
129 &\£=sympoint3d&$P$ $A$&\\
130 &\£=translatepoint3d&$P$ $v$&\\
131 &\£=vectprod3d&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \~ $u$ $v$&\\
[.5em
]
133 &object=vecteur&$x$ $y$ $z$ \~&\\
134 &&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$
\kwd{addv3d
} \~&\\
135 &&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$
\kwd{subv3d
} \~&\\
136 &&$x$ $y$ $z$ $k$
\kwd{mulv3d
} \~&\\
137 &&$x$ $y$ $z$
\kwd{normalize3d
} \~&\\
138 &&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$
\kwd{vectprod3d
} &\\
[.5em
]
140 &object=vecteur3d&$x_A$ $y_A$ $z_A$ $x_B$ $y_B$ $z_B$ \~ $A$ $B$&\\
[.6em
]
143 \textbackslash{}psProjection&&\\
[.5em
]
145 &object=cercle&$x$ $y$ $r$ \~ $C$ $r$&\\
147 &\£=ABcercle&$A$ $B$ $C$&\\
148 &\£=diamcercle&$A$ $B$&\\
[.5em
]
150 &object=droite&$x_1$ $y_1$ $x_2$ $y_2$ \~ $A$ $B$&\\
152 &\£=axesymdroite&$L$ $M$&\\
153 &\£=bissectrice&$A$ $B$ $C$&\\
154 &\£=horizontale&$b$&\\
155 &\£=mediatrice&$A$ $B$&\\
158 &\£=rotatedroite&$L$ $A$ $
\alpha$&\\
159 &\£=translatedroite&$L$ $u$&\\
160 &\£=verticale&$a$&\\
[.5em
]
162 &object=line&$A_0$ $A_1$ ... $A_n$&\\
[.5em
]
166 &\£=axesympoint&$P$ $L$&\\
167 &\£=cpoint&$
\alpha$ $C$ $r$&\\
168 &\£=hompoint&$P$ $A$ $k$&\\
169 &\£=interdroite&$L$ $M$&\\
170 &\£=interdroitecercle&$L$ $C$ $r$&\\
171 &\£=milieu&$A$ $B$&\\
172 &\£=orthoproj&$P$ $L$&\\
173 &\£=parallelopoint&$A$ $B$ $C$&\\
176 &\£=rotatepoint&$P$ $I$ $
\alpha$&\\
177 &\£=sympoint&$P$ $I$&\\
178 &\£=translatepoint&$P$ $u$&\\
179 &\£=xdpoint&$x$ $L$&\\
180 &\£=ydpoint&$y$ $L$&\\
[.5em
]
182 &object=polygone&$A_0$ $A_1$ ... $A_n$&\\
184 &\£=axesympol&pol $L$&\\
185 &\£=hompol&pol $I$ $
\alpha$&\\
186 &\£=rotatepol&pol $I$ $
\alpha$&\\
187 &\£=sympol&pol $I$&\\
188 &\£=translatepol&pol $u$&\\
[.5em
]
190 &object=rightangle&$A$ $B$ $C$&\\
[.5em
]
197 &\£=orthovecteur&$u$&\\
199 &\£=vecteur&$A$ $B$&\\
203 \textbackslash{}psSolid&&\\
[.5em
]
204 &object=
\_cylindre\|prisme\|ruban&$x$ $y$ $z$&
0 0 1\\
208 \textbackslash{}psSolid&boolean&false\\
212 \textbackslash{}axesIIID~
\textbackslash{}gridIIID&\
{text style\
}&\\
216 \textbackslash{}axesIIID&\
{a,b,c\
}&\
{x,y,z\
}\\
220 \textbackslash{}psSolid&&\\
[.5em
]
221 &object=face\|prisme\|ruban&$x_1$ $y_1$ $x_2$ $y_2$ $x_3$ $y_3$ ...
222 $x_n$ $y_n$&
\begin{tabular
}[t
]{rr
} -
1 & -
1\\
1 & -
1\\
0 &
1\end{tabular
}\\
223 &object=fusion&$S_1$ $S_2$&\\
224 &object=grille&$x_
{\textrm{\upshape\scriptsize min
}}$
225 $x_
{\textrm{\upshape\scriptsize max
}}$
226 $y_
{\textrm{\upshape\scriptsize min
}}$ $y_
{\textrm{\upshape\scriptsize max
}}$&\\
230 \textbackslash{}psSolid&&\\
[.5em
]
231 &object=face&boolean&true\\
235 \textbackslash{}psSolid&boolean&false\\
239 \textbackslash{}psSolid&value&
0.2\\
243 \textbackslash{}psSolid&boolean&false\\
247 \textbackslash{}psSolid&num&-
2\\
251 \textbackslash{}psSolid&&\\
[.5em
]
254 equation\|normalpoint\|solidface&\\
[.5em
]
257 addv3d\|barycentre3d\|hompoint3d\|isobarycentre3d\|milieu3d\|
%
258 orthoprojplane3d\|rotateOpoint3d\|scaleOpoint3d\|solidcentreface\|
%
263 vecteur3d\|addv3d\|subv3d\|mulv3d\|normalize3d\|vectprod3d&
{}\\
266 \textbackslash{}psProjection&&\\
[.5em
]
269 ABcercle\|diamcercle&\\
273 axesymdroite\|bissectrice\|horizontale\|mediatrice\|
%
274 paral\|perp\|rotatedroite\|translatedroite\|
%
279 axesympoint\|cpoint\|hompoint\|interdroite\|interdroitecercle\|
%
280 milieu\|orthoproj\|parellelopoint\|projx\|projy\|rotatepoint\|
%
281 sympoint\|translatepoint\|xdpoint\|ydpoint&\\
285 axesympol\|hompol\|rotatepol\|sympol\|
%
290 addv\|normalize\|mulv\|orthovecteur\|subv\|vecteur&\\
294 \textbackslash{}psSolid&&\\
[.5em
]
295 &object=geode&boolean&false\\
299 \textbackslash{}psSolid&&\\
[.5em
]
300 &object=new&\
{\
[$i_1$ $i_2$ ... $i_n$ \
]\
[$i_1'$ $i_2'$ ... $i_m'$ \
] ... \
}&\\
304 \textbackslash{}psSolid& $i_0$ \($color_0$\) $i_1$ \($color_1$\) ...&\\
308 \textbackslash{}psSolid&&\\
[.5em
]
309 &affinagerm&
color &\\
313 \textbackslash{}psSolid&&\\
[.5em
]
314 &action=writesolid&filename&\\
[.5em
]
315 &object=datfile\|objfile\|offfile&filename&\\
319 \textbackslash{}psSolid,
\textbackslash{}psSurface&
color&white\\
323 \textbackslash{}psSolid,
\textbackslash{}defFunction&&\\
[.5em
]
324 &object=cone\|courbe\|courbeR2\|cylindre\|surfaceparametree&name&\\
328 \textbackslash{}psSolid&boolean&true\\
332 \textbackslash{}psSolid&&\\
[.5em
]
333 &object=cone\|cylindre\|prisme\|tronccone&length&
6\\
337 \textbackslash{}psSolid&&\\
[.5em
]
338 &object=cone\|cylindre\|prisme\|tronccone&boolean&false\\
342 \textbackslash{}psSolid,
\textbackslash{}psSurface&$h_0$ $h_1$&\\
343 inhue, &&$h_0$ $h_1$ $s$ $b$&\\
344 inouthue &&$h_0$ $s_0$ $b_0$ $h_1$ $s_1$ $b_1$
\kwd{(hsb)
}&\\
345 &&$r_0$ $g_0$ $b_0$ $r_1$ $g_1$ $b_1$&\\
346 &&$c_0$ $m_0$ $y_0$ $k_0$ $c_1$ $m_1$ $y_1$ $k_1$&\\
347 &&\(
color$_1$\) \(
color$_2$\)&\\
351 \textbackslash{}psSolid,
\textbackslash{}psSurface&
color&green\\
356 \textbackslash{}psSolid&\(
color$_1$\) ... \(
color$_n$\)&(rouge)\\
359 intersec\-tionline\-width&
360 \textbackslash{}psSolid&$w_1$ ... $w_n$&
1\\
364 \textbackslash{}psSolid,
\textbackslash{}psSurface&name \~ \
{eq$_1$ ... eq$_n$\
}
365 \textrm{\upshape where eq$_i$=
}\
[$a_i$ $b_i$ $c_i$ $d_i$\
]&\\
369 \textbackslash{}axesIIID&length
[unit
]&\\
374 \textbackslash{}psSolid,
\textbackslash{}psSurface&value&
2\\
378 \textbackslash{}psSolid,
\textbackslash{}psSurface&$x$ $y$ $z$&
20 30 50\\
382 \textbackslash{}psSolid&&\\
[.5em
]
387 \textbackslash{}axesIIID&boolean&true\\
391 \textbackslash{}psSolid&
397 \textbackslash{}psSolid,
\textbackslash{}psProjection&name&\\
401 \textbackslash{}psSolid&&\\
[.5em
]
402 &object=cube\|prisme\|prismecreux&$n_1$&\\
404 &object=cone\|conecreux\|cylindre\|cylindrecreux\|
%
405 tore\|tronccone\|troncconecreux&$n_1$ $n_2$&\\
407 &object=grille\|surface\|surface*\|surfaceparametree&$n_1$\~ $n_1$ $n_2$&\\
411 \textbackslash{}psSolid&
\kwd{all
} \~ $i_0$ $i_1$ ... $i_n$&\\
415 \textbackslash{}psSolid&
417 new\|anneau\|calottesphere\|cone\|conecreux\|cube\|
%
418 cylindre\|cylindrecreux\|datfile\|dodecahedron\|face\|
%
419 fusion\|geode\|grille\|icosahedron\|load\|octahedron\|
%
420 objfile\|parallelepiped\|plan\|prisme\|ruban\|
%
421 sphere\|surfaceparametree\|tetrahedron\|
%
422 tore\|tronccone\|troncconecreux&\\
425 \textbackslash{}psProjection&
427 cercle\|courbe\|courbeR2\|droite\|line\|point\|polygone\|
%
428 rightangle\|texte\|vecteur&\\
433 \textbackslash{}psSolid&value&
1\\
437 \textbackslash{}psSolid&&\\
[.5em
]
438 &object=plan&$x_0$ $y_0$ $z_0$&
0 0 0\\
442 \textbackslash{}psProjection&pscode&newpath
0 0 moveto\\
446 \textbackslash{}psSolid,
\textbackslash{}psProjection&$
\alpha$&
0\\
450 \textbackslash{}psSolid&&\\
[.5em
]
451 &object=plan&boolean&false\\
455 \textbackslash{}psSolid&&\\
[.5em
]
456 &object=plan&boolean&false\\
460 \textbackslash{}psSolid&\
{plan$_1$ ... plan$_n$\
} \textrm{\upshape where
461 plan$_i$=
}\
[$a_i$ $b_i$ $c_i$ $d_i$\
]&\\
465 \textbackslash{}psSolid&\
{\
[a b c d \
]\
}&\\
471 \textbackslash{}psProjection&&\\
[0.5em
]
474 ul\~cl\~bl\~dl\~ub\~cb\~bb\~db\~uc\~cc\~bc\~dc\~ur\~cr\~br\~dr&cc\\
478 \textbackslash{}psSolid,
\textbackslash{}psSurface&value&
0\\
482 \textbackslash{}psSolid&$
\alpha$&
0\\
486 \textbackslash{}psSolid&&\\
[.5em
]
487 &object=anneau\|courbe&length&
2\\
491 \textbackslash{}psSolid&&\\
[.5em
]
492 &object=anneau&length&
4\\
496 \textbackslash{}psSolid&&\\
[.5em
]
497 &object=tore\|troncone\|troncconecreux&length&
1.5\\
501 \textbackslash{}psSolid&&\\
[.5em
]
502 &object=tore\|troncone\|troncconecreux&length&
4\\
506 \textbackslash{}psSolid&&\\
[.5em
]
507 &object=cercle\|courbe\|courbeR2&$t_
{\textrm{\upshape\scriptsize min
}}$
508 $t_
{\textrm{\upshape\scriptsize max
}}$&-
5 5\\
510 &object=surfacepara\-metree&$u_
{\textrm{\upshape\scriptsize min
}}$
511 $u_
{\textrm{\upshape\scriptsize max
}}$
512 $v_
{\textrm{\upshape\scriptsize min
}}$ $v_
{\textrm{\upshape\scriptsize max
}}$&\\
516 \textbackslash{}psSolid&&\\
[.5em
]
517 &object=courbe\|courbeR2\|ruban&$n$&
36\\
521 \textbackslash{}psSolid&$i_0$ $i_1$ ... $i_n$&\\
525 \textbackslash{}psSolid&&\\
[.5em
]
526 &object=anneau¯o\
{pscode\
}&
\textbackslash{}Section\\
530 \textbackslash{}psSolid&
\kwd{all
} \~ $i_0$ $i_1$ ... $i_n$&\\
534 \textbackslash{}psSolid&&\\
[.5em
]
535 &object=plan&boolean&false\\
539 \textbackslash{}psSolid&&\\
[.5em
]
540 &object=plan&boolean&false\\
544 \textbackslash{}axesIIID&boolean&true\\
548 \textbackslash{}psSolid&&\\
[.5em
]
549 &object=new&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ ... $x_n$ $y_n$ $z_n$&\\
553 \textbackslash{}psSurface,
\textbackslash{}gridIIID&
555 u\~ul\~l\~dl\~d\~dr\~r\~ur&\\
559 \textbackslash{}gridIIID&$n$&
1\\
[.5em
]
563 \textbackslash{}psProjection&&\\
[0.5em
]
564 &object=point&string&\\
568 \textbackslash{}psSolid&&\\
[.5em
]
569 &object=calottesphere&$
\alpha$&
90\\
573 \textbackslash{}gridIIID&$length$&
0.2\\
[.5em
]
577 \textbackslash{}psSolid,
\textbackslash{}defFunction
578 &\
{pscode\
}\~function&\\
[.5em
]
582 \textbackslash{}psSolid&
583 \kwd{all
} \~ $i_0$ $i_1$ ... $i_n$&\\
587 \textbackslash{}psSolid&value&
0.2\\
592 \textbackslash{}psset&$x$ $y$ $z$ \~ $r$ $
\theta$ $
\phi$
598 \textbackslash{}psSolid,
\textbackslash{}psProjection&boolean&true\\
603 \textbackslash{}psSurface,
\textbackslash{}gridIIID&value&-
4\\
607 \textbackslash{}psSurface,
\textbackslash{}gridIIID&value&
4\\