[Résolu] 3 figures Asymptote dans un doc Latex

Pour toute demande d'aide sur des exemples non finalisés, c'est ici.
Les exemples aboutis et intéressants seront ajoutés aux sous-forums qui suivent.

Règles du forum
Pour toute demande d'aide pour la conception (ou la confirmation d'un code) d'une figure Asymptote, c'est ici.

J'invite ceux qui ont régulièrement des questions à poser à aller dans leur panneau de l'utilisateur pour indiquer dans la signature de leurs messages :

  1. Nom du système d'exploitation (W7 ou Ubuntu 12.04 ou ...)
  2. Version d'Asymptote et éditeur utilisé pour les figures Asymptote
  3. Distribution LaTeX et éditeur utilisé pour les tex.


On va gagner du temps dans les réponses !
pzorba75
Messages : 4
Enregistré le : sam. 24 mai 2014, 14:37
Localisation : Paris

[Résolu] 3 figures Asymptote dans un doc Latex

Message non lu par pzorba75 » ven. 30 mai 2014, 09:49

Bonjour à tous,
je poste ce message pour savoir s'il y a une limitation dans l'intégration de blocs \begin{asy}....\end{asy} dans un fichier Tex compilé avec Texmaker (Compilation rapide Latex + Asymptote + Latex + dvips + Voir PS).
Je mets au point avec PdfAdd des graphes et je copie le code Asymptote généré quand ma figure est correcte dans une environnement asy.
Aujourd'hui, je suis bloqué, la compilation se passe bien mais la troisième figure Asymptote n'apparaît pas dans le Voir PS. Je suis certain qu'elle est correcte, je l'ai obtenue en supprimant la figure placée en deuxième position en supprimant l'environnement asy de cette figure.
Je mets le fichier log obtenu sous Texmaker, en examinant son contenu assez difficile à comprendre pour moi, je ne vois pas de message d'erreur :

Code : Tout sélectionner

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)
Package etexcmds Info: Could not find \expanded.
(etexcmds)             That can mean that you are not using pdfTeX 1.50 or
(etexcmds)             that some package has redefined \expanded.
(etexcmds)             In the latter case, load this package earlier.
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File: t1lmr.fd 2009/10/30 v1.6 Font defs for Latin Modern
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LaTeX Info: Redefining \dots on input line 22.
LaTeX Info: Redefining \up on input line 22.

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\symtvsymbols=\mathgroup7

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 []

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<Exo-028-a-030-p286-Graphes-non-orientes-w-1_0.eps>)
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<Exo-028-a-030-p286-Graphes-non-orientes-w-3_0.eps>) [1

]
\tf@thm=\write7
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(C:\Users\user\Documents\M-Mathématiques\TES\Hyperbole\Chap-11-S-Graphes\Exo-0
28-a-030-p286-Graphes-non-orientes-w.aux) )
Here is how much of TeX's memory you used:
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Output written on Exo-028-a-030-p286-Graphes-non-orientes-w.dvi (2 pages, 14180
 bytes).



Je place également le source Tex tel qu'il est avec les trois environnements asy

Code : Tout sélectionner

\documentclass[a4paper,10pt]{article}
\usepackage{PCpreambule}
\usepackage{etex}
\usepackage{yhmath}
\usepackage{eso-pic}
%\usepackage[final]{pdfpages}
%\usepackage{pgf-pie}
\DeclareMathOperator{\ent}{Ent}
\DeclareMathOperator{\alea}{Alea}
%\usepackage{liseret}
\usepackage{tcolorbox}

\RequirePackage{etex}
%
\usepackage{pgf,tikz}
\usetikzlibrary{arrows}
\newcommand*{\textcircledd}[1]{\begin{tikzpicture}[baseline=(letter.base)]\node[draw=red,circle,inner sep=1pt](letter) {#1};\end{tikzpicture}}
%

\usepackage[inline]{asymptote}

\begin{document}

%\liseret{\textcopyright~2010 Reproduction interdite}
\noindent \today\, à \hhmm\\
\jobname \\ \hspace{2mm}
\setlength{\arrayrulewidth}{0.11pt}
\setlength{\cellspacetoplimit}{4pt}
\setlength{\cellspacebottomlimit}{4pt}


\newcommand{\Degre}{\ensuremath{^\circ}}
\newcommand{\point}[3]{\ensuremath{#1\left(#2\,;\,#3\right)}}
\newcommand{\droite}[1]{\ensuremath{\left(#1\right)}}

\newcommand{\attention}
{\psset{unit=1cm} \marginpar
{\pspolygon[linecolor=red,linewidth=1.5pt](0,0)(1,0)(1;60)
\rput(0.45,0.35){\Large \bf !}}}



\begin{exo}[Hyperbole Exo-028-p286 Graphe non orienté Chap-11-Graphes]

Un graphe possède quatre sommets A, B, C et D.\\
Le sommet A est de degré 3, le sommet B est de degré 4, le sommet C est de degré 5.\\
Quel est le degré du sommet D sachant que ce graphe possède :
\begin{sousquestions}
\item 8 arêtes?
\item 11 arêtes?
\end{sousquestions}


\vspace{2mm} {\blue{\hrule}} \vspace{2mm}

On applique la propriété d'un graphe non orienté :
\begin{center}
\colorbox[gray]{0.95}{
\begin{minipage}{0.95\textwidth}
{\blue{\ECFJD{Propriété : }}}\\
La somme des degrés des sommets d'un graphe non orienté est égale à deux fois la nombre de ses arêtes.
\end{minipage}
}
\end{center}
\begin{sousquestions}
\item Avec un graphe non orienté comportant 8 arêtes, la somme des degrés des sommets est égale à $2\times 8=16$, soit le degré de D égal à $16-\left(3+4+5\right)=4$.
\resultats{Le degré du sommet D est égal à 4.}
\item Avec un graphe non orienté comportant 11 arêtes, la somme des degrés des sommets est égale à $2\times 11=22$, soit le degré de D égal à $22-\left(3+4+5\right)=10$.
\resultats{Le degré du sommet D est égal à 10.}
\end{sousquestions}

\end{exo}


\begin{exo}[Hyperbole Exo-029-p286 Graphe non orienté Chap-11-Graphes]

\begin{minipage}{0.485\textwidth}
\begin{sousquestions}
\item Le graphe ci-contre est-il complet?
\item Construire un graphe complet :
\begin{itemize}[label=$\bullet$,leftmargin=*]
\item d'ordre 4;
\item d'ordre 5.
\end{itemize}
\end{sousquestions}
\end{minipage}
\hspace{2mm} %\vrule \hspace{1mm}
\begin{minipage}{0.485\textwidth}
\begin{center}
\begin{asy}
unitsize(0.4cm,0.4cm);
object sommet0=draw(Label("A"),ellipse,(0,-6),NoFill);
object sommet1=draw(Label("B"),ellipse,(4,-4),NoFill);
object sommet2=draw(Label("C"),ellipse,(10,-2),NoFill);
object sommet3=draw(Label("D"),ellipse,(6,0),NoFill);
add(new void(picture pic, transform t) {
path arete01=point(sommet0,dir(degrees((4,2),true)),t){dir(degrees((4,2),true))}..point(sommet1,dir(180+degrees((4,2),true)),t);
draw(pic,arete01);
path arete12=point(sommet1,dir(degrees((6,2),true)),t){dir(degrees((6,2),true))}..point(sommet2,dir(180+degrees((6,2),true)),t);
draw(pic,arete12);
path arete13=point(sommet1,dir(degrees((2,4),true)),t){dir(degrees((2,4),true))}..point(sommet3,dir(180+degrees((2,4),true)),t);
draw(pic,arete13);
path arete23=point(sommet2,dir(degrees((-4,2),true)),t){dir(degrees((-4,2),true))}..point(sommet3,dir(180+degrees((-4,2),true)),t);
draw(pic,arete23);
});
shipout(bbox(0.1cm,0.1cm,white));
\end{asy}
\end{center}
\end{minipage}


\vspace{2mm} {\blue{\hrule}} \vspace{2mm}

\begin{sousquestions}
\item Les sommets \textcircledd{A} et \textcircledd{C} ne sont pas adjacents, de même les sommets \textcircledd{A} et \textcircledd{D} ne sont pas adjacents. Le graphe de l'énoncé n'est pas un graphe complet.
\resultats{Le graphe n'est pas complet.}
\item
\begin{itemize}[label=$\bullet$,leftmargin=*]
\item Le graphe d'ordre 4 ci-dessous est complet.
\begin{center}
\begin{asy}
defaultpen(blue);
unitsize(0.6cm,0.6cm);
object sommet0=draw(Label("A"),ellipse,(0,-6),NoFill);
object sommet1=draw(Label("B"),ellipse,(4,-4),NoFill);
object sommet2=draw(Label("C"),ellipse,(10,-2),NoFill);
object sommet3=draw(Label("D"),ellipse,(6,0),NoFill);
add(new void(picture pic, transform t) {
path arete01=point(sommet0,dir(degrees((4,2),true)),t){dir(degrees((4,2),true))}..point(sommet1,dir(180+degrees((4,2),true)),t);
draw(pic,arete01);
path arete02=point(sommet0,dir(degrees((10,4),true)),t){dir(degrees((10,4),true))}..point(sommet2,dir(180+degrees((10,4),true)),t);
draw(pic,arete02);
path arete03=point(sommet0,dir(degrees((6,6),true)),t){dir(degrees((6,6),true))}..point(sommet3,dir(180+degrees((6,6),true)),t);
draw(pic,arete03);
path arete12=point(sommet1,dir(degrees((6,2),true)),t){dir(degrees((6,2),true))}..point(sommet2,dir(180+degrees((6,2),true)),t);
draw(pic,arete12);
path arete13=point(sommet1,dir(degrees((2,4),true)),t){dir(degrees((2,4),true))}..point(sommet3,dir(180+degrees((2,4),true)),t);
draw(pic,arete13);
path arete23=point(sommet2,dir(degrees((-4,2),true)),t){dir(degrees((-4,2),true))}..point(sommet3,dir(180+degrees((-4,2),true)),t);
draw(pic,arete23);
});
shipout(bbox(0.1cm,0.1cm,white));
\end{asy}
\end{center}
\item Le graphe d'ordre 5 ci-dessous est complet.
\begin{center}
\begin{asy}
defaultpen(blue);
unitsize(0.6cm,0.6cm);
object sommet0=draw(Label("A"),ellipse,(4,0),NoFill);
object sommet1=draw(Label("B"),ellipse,(8,-2),NoFill);
object sommet2=draw(Label("C"),ellipse,(8,-4),NoFill);
object sommet3=draw(Label("D"),ellipse,(0,-6),NoFill);
object sommet4=draw(Label("E"),ellipse,(0,-2),NoFill);
add(new void(picture pic, transform t) {
path arete01=point(sommet0,dir(degrees((4,-2),true)),t){dir(degrees((4,-2),true))}..point(sommet1,dir(180+degrees((4,-2),true)),t);
draw(pic,arete01);
path arete02=point(sommet0,dir(degrees((4,-4),true)),t){dir(degrees((4,-4),true))}..point(sommet2,dir(180+degrees((4,-4),true)),t);
draw(pic,arete02);
path arete03=point(sommet0,dir(degrees((-4,-6),true)),t){dir(degrees((-4,-6),true))}..point(sommet3,dir(180+degrees((-4,-6),true)),t);
draw(pic,arete03);
path arete04=point(sommet0,dir(degrees((-4,-2),true)),t){dir(degrees((-4,-2),true))}..point(sommet4,dir(180+degrees((-4,-2),true)),t);
draw(pic,arete04);
path arete12=point(sommet1,dir(degrees((0,-2),true)),t){dir(degrees((0,-2),true))}..point(sommet2,dir(180+degrees((0,-2),true)),t);
draw(pic,arete12);
path arete13=point(sommet1,dir(degrees((-8,-4),true)),t){dir(degrees((-8,-4),true))}..point(sommet3,dir(180+degrees((-8,-4),true)),t);
draw(pic,arete13);
path arete14=point(sommet1,dir(degrees((-8,0),true)),t){dir(degrees((-8,0),true))}..point(sommet4,dir(180+degrees((-8,0),true)),t);
draw(pic,arete14);
path arete23=point(sommet2,dir(degrees((-8,-2),true)),t){dir(degrees((-8,-2),true))}..point(sommet3,dir(180+degrees((-8,-2),true)),t);
draw(pic,arete23);
path arete24=point(sommet2,dir(degrees((-8,2),true)),t){dir(degrees((-8,2),true))}..point(sommet4,dir(180+degrees((-8,2),true)),t);
draw(pic,arete24);
path arete34=point(sommet3,dir(degrees((0,4),true)),t){dir(degrees((0,4),true))}..point(sommet4,dir(180+degrees((0,4),true)),t);
draw(pic,arete34);
});
shipout(bbox(0.1cm,0.1cm,white));
\end{asy}
\end{center}
\end{itemize}
\end{sousquestions}

\end{exo}


\begin{exo}[Hyperbole Exo-030-p286 Graphe non orienté Chap-11-Graphes]

G est un graphe complet d'ordre 10.
\begin{sousquestions}
\item Quel est le degré de chacun des sommets de G?
\item Combien G possède-t-il d'arêtes?
\end{sousquestions}


\vspace{2mm} {\blue{\hrule}} \vspace{2mm}


\end{exo}
\end{document}




J'utilise cette méthode de recopie du code Asymptote généré par PdfAdd pour ajouter des mises en forme et des couleurs, options qui ne sont pas disponibles dans PdfAff actuellement. Tous les graphes étant par défaut en noir sans aucune personnalisation ponctuelle.

Je remercie pour l'aide apportée.

Pierre.

PS : Si ce sujet n'est pas à sa place sur ce forum, je le replacerai sur mathematex.
Fichiers joints
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Modifié en dernier par pzorba75 le ven. 30 mai 2014, 13:26, modifié 1 fois.
PC HP Pavilion dv6 - Windows 7 Edition familiale Miktex 2.9 Asymptote 2.32 Texmaker 4.2

YoungFrog
Messages : 14
Enregistré le : mar. 11 sept. 2012, 15:46

Re: 3 figures Asymptote dans un document Latex

Message non lu par YoungFrog » ven. 30 mai 2014, 12:06

J'ai ouvert le fichier postscript, et je vois bien trois figures. Un graphe non complet dans l'énoncé, et deux graphes complets dans la réponse au point b.
Gentoo GNU/Linux -- Asymptote 2.24svn avec Emacs -- TeXlive 2012

pzorba75
Messages : 4
Enregistré le : sam. 24 mai 2014, 14:37
Localisation : Paris

Re: 3 figures Asymptote dans un document Latex

Message non lu par pzorba75 » ven. 30 mai 2014, 13:26

Merci pour la réponse.
De mon côté en affichant ce fichier avec gsview32.exe (v 5.0) je ne vois qu'une page. Je viens de me rendre compte que le défilement des pages ne se fait pas automatiquement, il faut passer par les boutons de défilement, la molette de la souris ne semble aller que pour une page, la page en cours et au début d'un document la page 1.
Une subtilité qui m'a fait créer ce message inutilement.
Je le marque [Résou].

Avec mes excuses.

Pierre
PC HP Pavilion dv6 - Windows 7 Edition familiale Miktex 2.9 Asymptote 2.32 Texmaker 4.2

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GM
Administrateur du site
Administrateur du site
Messages : 1512
Enregistré le : dim. 7 mars 2010, 14:50

Re: [Résolu] 3 figures Asymptote dans un doc Latex

Message non lu par GM » lun. 2 juin 2014, 16:15

Bonjour,

pzorba75 a écrit :Compilation rapide Latex + Asymptote + Latex + dvips + Voir PS

Pourquoi ce choix ?

Pourquoi ne pas utiliser : pdflatex + asymptote + pdflatex + voir pdf ?
Voire mieux : latexmk + Voir pdf.
Index des fonctions - Exemple de lien donnant le résultat d'une recherche sur les mots 'arc' et 'triple' : http://asy.marris.fr/indexasy/?filtre=arc triple
Mes configurations (le 24/02/21) :
PC n°1 :Windows 10 - Asymptote(2.82)+MikTeX2.9 - Editeurs : Notepad++, TeXworks, Visual Studio Code.
PC n°2 : Ubuntu 20.04LTS - Asymptote(2.67-?? git) + TexLive2020
Mon serveur : Debian Stretch- Asymptote(2.68-16 git) + TexLive2018
Merci de préciser la votre !

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