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Io ho fatto un piccolo tentativo e ho prodotto:[attachment=368]Immagine_2012-06-29.jpg[/attachment]
Ecco il codice:
`
\documentclass[a4paper,11pt]{article}
\usepackage{tikz}% change sphere shading
\makeatletter
\pgfdeclareradialshading[tikz@ball]{ball}{\pgfqpoint{5bp}{10bp}}{%
color(0bp)=(tikz@ball!30!white);
color(9bp)=(tikz@ball!75!white);
color(18bp)=(tikz@ball!90!black);
color(25bp)=(tikz@ball!70!black);
color(50bp)=(black)}
\makeatother\begin{document}
\tikzset{
MyPersp/.style={scale=1.8,x={(-0.8cm,-0.4cm)},y={(0.8cm,-0.4cm)},
z={(0cm,1cm)}}}\thispagestyle{empty}
\begin{figure}[tb]
\centering
\begin{tikzpicture}[MyPersp]
\def\h{-1.53}% Heigth of the ellipse center (on the axis of the cylinder)
\def\a{40}% angle of the section plane with the horizontal
\pgfmathparse{\h/tan(\a)}
\let\b\pgfmathresult
\pgfmathparse{sqrt(1/cos(\a)/cos(\a)-1)}
\let\c\pgfmathresult %Center Focus distance of the section ellipse.% Sphere
\shade [ball color=orange] (1.9,2) circle (1.2cm);
% Ellipse
\draw[blue!40,draw=blue,very thick,opacity=0.5]
(-0.91,0.5,{\h-tan(\a)}) % elliptical section
\foreach \t in {-45,-40,…,225}
{–({sin(\t)},{cos(\t)},{-tan(\a)*cos(\t)+\h})};
\end{tikzpicture}
\end{figure}\end{document}
`
Alcuni comandi sono presi da http://www.texample.net/tikz/examples/dandelin-spheres/. Il “guaio” è che il disegno è fatto ad hoc: per creare più ellissi è necessario sia cambiare le definizioni di [tt]\h[/tt] ed [tt]\a[/tt] che l’angolo di inizio e fine ellisse (nel mio esempio da [tt]-45, 225[/tt]) più la corrispondente coordinata ([tt]-0.91[/tt]).Per dirla tutta, l’approccio funziona, ma sulla sua validità non scommetto molto.
Ciao
Claudio
Attachments:
You must be logged in to view attached files.::Marco87″ post=74757Ciao a tutti,
torno con una domanda che riguarda il pacchetto [tt]TikZ.[/tt] Vorrei fare il seguente disegno:
[attachment:1]C:\fakepath\ellisseMarco87.jpg[/attachment]
Ho provato a iniziare con questo codice:
`\documentclass[a4paper,11pt,extrafontsizes,twoside,openright]{memoir}\usepackage{etex}
\usepackage[T1]{fontenc}
\usepackage[utf8]{inputenc}
\usepackage[italian]{babel}
\usepackage{microtype}\usepackage{xcolor}
\usepackage{tikz}
\usetikzlibrary{automata}
\usetikzlibrary{arrows}
\usetikzlibrary{backgrounds}
\usetikzlibrary{calc}
\usetikzlibrary{decorations.pathmorphing}
\usetikzlibrary{decorations.markings}
\usetikzlibrary{intersections}
\usetikzlibrary{positioning}
\usetikzlibrary{shadows}
\usetikzlibrary{shapes}
\usetikzlibrary{through}
\usepackage{tkz-euclide}
\usetkzobj{all}\usepackage{tikz-3dplot}
\begin{document}
\thispagestyle{empty}
\begin{figure}[tb]
\centering
\tikzfading[name=fade inside,inner color=transparent!70,outer color=transparent!30]
\definecolor{giallo}{rgb}{.870,.900,.150}
\begin{tikzpicture}
\shade [ball color=grigio,path fading=fade inside] (2,2) circle (.75);
\end{tikzpicture}
\end{figure}\end{document}`
ma non saprei proprio come realizzare l’ellisse così come compare in figura. Il modo con cui si possono tracciare archi con [tt]TikZ[/tt] non mi piace molto: non è possibile farlo specificando semplicemente centro, raggio e angoli di partenza e di arrivo. Ci sarebbe il pacchetto [tt]tkz-euclide,[/tt] ma non ho trovato nulla che permetta di fare ellissi. Insomma, non so come risolvere questo problema. Qualcuno sa come farlo?Grazie e buona giornata,
Marco.Temo l’allegato non sia stato caricato. In ogni caso in TikZ esiste la parola chiave [tt]ellipse[/tt]. Ti allego il codice di un esempio in cui la uso con qualche prova di shading 😉
`
\documentclass[a4paper,11pt,extrafontsizes,twoside,openright]{memoir}\usepackage{etex}
\usepackage[T1]{fontenc}
\usepackage[utf8]{inputenc}
\usepackage[italian]{babel}
\usepackage{microtype}\usepackage{xcolor}
\usepackage{tikz}
\usetikzlibrary{automata}
\usetikzlibrary{arrows}
\usetikzlibrary{backgrounds}
\usetikzlibrary{calc}
\usetikzlibrary{decorations.pathmorphing}
\usetikzlibrary{decorations.markings}
\usetikzlibrary{intersections}
\usetikzlibrary{positioning}
\usetikzlibrary{shadows}
\usetikzlibrary{shapes}
\usetikzlibrary{through}
\usepackage{tkz-euclide}
\usetkzobj{all}\usepackage{tikz-3dplot}
\makeatletter
\pgfdeclareradialshading[tikz@ball]{ball}{\pgfqpoint{5bp}{10bp}}{%
color(0bp)=(tikz@ball!30!white);
color(9bp)=(tikz@ball!75!white);
color(18bp)=(tikz@ball!90!black);
color(25bp)=(tikz@ball!70!black);
color(50bp)=(black)}\pgfdeclareradialshading{ellipse}{\pgfqpoint{-5bp}{10bp}}{%
color(0bp)=(red!30!white);
color(9bp)=(red!75!white);
color(18bp)=(white!90!red);
color(25bp)=(white!70!red);
color(50bp)=(red)}\pgfdeclareradialshading[tikz@ball]{myball}{\pgfqpoint{5bp}{-5bp}}{%
color(0bp)=(tikz@ball!30!white);
color(15bp)=(tikz@ball!75!white);
color(25bp)=(tikz@ball!90!black);
color(40bp)=(tikz@ball!70!black);
color(70bp)=(black)}\makeatother
\begin{document}
\thispagestyle{empty}
\begin{figure}
\centering
\begin{tikzpicture}
\shade [ball color=green!60!black] (0,2) ellipse [x radius=2cm,y radius=1cm];
\shade [shading=ellipse] (4,2) ellipse [x radius=2cm,y radius=1cm];
\shade [shading=myball] (2,0) ellipse [x radius=2cm,y radius=1cm];
\end{tikzpicture}
\end{figure}\end{document}
`Ciao
Claudio
::lorenzo.pantieri” post=74745
E se uno volesse disegnare un grafico 3D di un linea tridimensionale o di una superficie ma volesse riferirsi a coordinate cilindriche o sferiche invece che cartesiane?
Ancora: un utente potrebbe volr fare un disegnino per illustrare il teorema di Pitagora: un triangolo rettangolo con tre quadrati costruiti sui lati, opportunamente colorati. Io non saprei farlo. pgfplots può fare queste cose? Non lo so! TikZ può fare queste cose? Scommetto di sì, ma io non saprei farlo.
Con qualche giorno libero non potevo non approfittarne ;)…
Partiamo dalla sfera: ho trovato un esempio bellissimo Plane Sections of the Cylinder – Dandelin Spheres; riducendolo al minimo si può ottenere:
[attachment=366]Immagine_2012-06-28.jpg[/attachment]
Non sono esperto di 3D quindi sono sicuro che si potrebbe migliorare (impostando ad esempio linee tratteggiate per paralleli e meridani nella parte non in luce della sfera). In questo caso però non si utilizzerebbe pgfplots.
Passiamo invece ad un esempio in cui viene usato pgfplots: TikZ: How to draw a sine curve in 3D? (si veda la seconda risposta).
Siccome esistono già esempi in 3D non banali, sono convinto che da qualche parte esistano anche delle macro sviluppate per usare come riferimento coordinate cilindriche o sferiche.
Per quanto riguarda l’articolo, invece, ho notato che non si parla di integrazione con Gnuplot (e quindi compilazione con -shell-escape), ma non mi ricordo se era stato deciso in partenza di non dire nulla a riguardo.
Ciao
Claudio
Attachments:
You must be logged in to view attached files.::marcocento” post=74725Grazie dei preziosi suggerimenti! Ho corretto il codice, attenuando anche il colore del titleframe..
…e io che stavo lì ad aggiungere spazi a destra e a manca per centrare il testo… 😆P.S. La footline non simmetrica è perché il titolo è un po’ lungo e non volevo accorciarlo di 1 o 2 parole… è di cattivo gusto, dici?
Io personalmente la preferisco simmetrica, ma è un parere personale. Quando i titoli sono troppo lunghi, puoi usarne la forma breve con:
`
\title[titolo-breve]{titolo-lungo}
`
Nel codice del template [tt]footline[/tt] troverai un [tt]\insertshorttitle[/tt] che è esattamente il comando per inserire il titolo breve se presente oppure il titolo lungo (quando non c’è un titolo breve).Ciao
Claudio
::
Ho dato un’occhiata al tuo risultato. 🙂Quello che non mi convince è la footline (non simmetrica, ma credo sia voluta giusto?), mentre la soluzione nella headline mi piace. Per trovare proprio il pelo nell’uovo, anche qui cercherei di “centrare” nella box la numerazione (credo si possa fare facilmente inserendo un center nelle opzioni della beamercolorbox). Ottimo lavoro comunque! 🙂
Ciao
Claudio
23 Giugno 2012 alle 5:14 in risposta a: Concatenare file .tex multipli come unico file finale #75394::illinguista1972″ post=74568E che differenza c’è tra quello che hai fatto tu e quello che ho detto io? Due: la prima è l’estensione del file, la seconda è che tu carichi due file, io uno solo 🙂
Ciao
Tommaso😳 Avevo scorso troppo rapidamente il filone intervento e non mi ero accorto del tuo intervento.
Il punto della mia osservazione in ogni caso, non era tanto sul numero di file impiegati, ma sull’estensione. Dal mio punto di vista l’utente finale non ha la necessità di sapere cosa sia un [tt].sty[/tt]: per caricare le impostazioni può usare, come nel mio intervento precedente, uno o più [tt].tex[/tt].
Ciao
Claudio
22 Giugno 2012 alle 14:24 in risposta a: Concatenare file .tex multipli come unico file finale #75382::lorenzo.pantieri” post=74552[…] dove impostazioni.sty è un pacchettino personale che contiene le impostazioni dei singoli pacchetti, i comandi e gli ambienti personali, e le impostazioni del documento.
Onestamente non vedo la necessità di un pacchetto per caricare le impostazioni. Io per la mia tesi ho creato una cartella “personalizzazioni” con due files: [tt]comandi.tex[/tt] e [tt]pacchetti.tex[/tt]. Come dice il nome in [tt]comandi.tex[/tt] ci sono i vari [tt]\newcommand[/tt] mentre in [tt]pacchetti.tex[/tt] i pacchetti che mi servono. Nel main richiamo con:
`
\input{personalizzazioni/pacchetti.tex}
\input{personalizzazioni/comandi.tex}
`
e il gioco è fatto.Ciao
Claudio
::illinguista1972″ post=74247Grazie Liverpool, ho messo un esempio con legenda spostata, anche se la faccenda di doverla definire con dei nodi non è proprio immediata.
Ora ho un altro problema. Si risolvono i problemi d’impaginazione mettendo il tuo disegno con didascalia a lato, pacchetto sidecap. Ebbene: facendolo in un documento minimale non ci sono problemi, ma facendolo nell’articolo la composizione si blocca. Vi metto qualche dato.
Il preambolo dell’articolo:
`% !TEX encoding = MacOSRoman
% !TEX TS-program = pdflatex%— dichiarazione di classe, preambolo, nuovi comandi —%
\documentclass[10pt,a4paper,twoside,openright,notitlepage,fleqn,
cleardoubleempty,abstracton,pointlessnumbers,%
headinclude,footinclude,BCOR5mm,%
tablecaptionabove]{scrartcl}\usepackage{etex}
\usepackage[T1]{fontenc}
\usepackage[applemac]{inputenc}
\usepackage[english,italian]{babel}
\usepackage{microtype}
\usepackage{siunitx}
\usepackage{amsmath,amssymb,amsthm}
\usepackage[italian]{varioref}
\usepackage[babel]{csquotes}
\usepackage[style=philosophy-modern,hyperref,square,natbib]{biblatex}
\usepackage{indentfirst}
\usepackage{textcomp}
\usepackage[dvipsnames]{xcolor}
\usepackage[writefile]{listings}
\usepackage[eulerchapternumbers,beramono,eulermath,pdfspacing,nochapters]{classicthesis}
\usepackage{arsclassica}
\usepackage{pgfplots}
\usepackage{guit}
\usepackage{calligra,caption}
\usepackage{circuitikz}
\usepackage{comment}
\usepackage{ifthen}
\usepackage{subfig,sidecap}
\input{impostazioni-grafici}%\areaset[current]{336pt}{760pt}
\hypersetup{pdfstartpage=1}
%— inizio del documento —%
\begin{document}…
\end{document}
`Il codice che ho usato per mettere la figura (leggermente modificato in attesa di avere quello definitivo):
`\begin{SCfigure}[50]
\centering
\begingroup
\usetikzlibrary{3d,fadings}
\def\r{0.53} % fattore di riduzione dell'unità di misura dell'asse y
\def\rar{0.2} % raggio degli archi orientati
\def\azimut{70} % definizione dell'angolo di azimut nel sistema di pgfplots
\def\el{35} % definizione dell'angolo di elevazione
\pgfmathsetmacro{\az}{270+\azimut} % calcolo dell'azimut nel sistema ISO
\pgfmathsetmacro{\xaz}{cos(\az)}
\pgfmathsetmacro{\yaz}{sin(\az)}
\pgfmathsetmacro{\xel}{cos(\el)}
\pgfmathsetmacro{\yel}{sin(\el)}
\makeatletter
\pgfset{/tikz/cs/radius/.store in=\tikz@cs@radius} % aggiunge una riga saltata nel codice della libreria 3D
\tikzoption{canvas is meridian plane at viewpoint}[]{% definisce il piano verticale passante per l'origine
\def\tikz@plane@origin{\pgfpointxyz{0}{0}{0}}% e il punto di vista
\def\tikz@plane@x{\pgfpointxyz{\xaz}{\yaz}{0}}%
\def\tikz@plane@y{\pgfpointxyz{0}{0}{1}}%
\tikz@canvas@is@plane
}
\makeatother
\tikzfading [name=dissolvenza, top color=transparent!0, bottom color=transparent!100]
% I numeri assegnati a x, y e z sono le componenti delle proiezioni dei versori dei tre assi sul quadro.
% Per correggere la prospettiva, è stata utilizzata un'assonometria cavaliera frontale dimetrica
% con rapporto di riduzione circa pari a 2 (1/r stimato ad occhio).
\begin{tikzpicture} [x={(1cm,0cm)}, y={(\r,\r)}, z={(0cm,1cm)}, scale=3]% costruzione sull'equatore (azimut)
\begin{scope} [canvas is xy plane at z=0]
\fill [Red, path fading=dissolvenza, fading angle=\azimut/2]
(0,0) — (0,-1) arc (270:\az:1); % angolo di azimut
\draw [-stealth, Brown] (0,-\rar) arc (270:\az:\rar); % arco orientato di azimut
\end{scope}% costruzione sul meridiano (elevazione)
\begin{scope} [canvas is meridian plane at viewpoint]
\fill [SkyBlue, path fading=dissolvenza, fading angle=90+\el/2]
(0,0) — (1,0) arc (0:\el:1); % angolo di elevazione
\draw [gray, thick] (0,0) — (\xel,\yel); % asse visivo
\draw [gray, thick, dash pattern=on 5pt off 5pt, dash phase=5pt]
(\xel,\yel) — (1.2*\xel,1.2*\yel); % prolungamento dell'asse visivo
\draw [gray, dashed, thick] (0,0) — (1,0); % proiezione dell'asse visivo
\draw [-stealth, Blue] (\rar,0) arc (0:\el:\rar); % arco orientato di elevazione
% costruzione dell'occhio in prospettiva
\begin{scope} [shift={(1.32*\xel,1.32*\yel)}, rotate=\el]
\draw [clip] (-0.097,0.026) — (0,0) — (-0.097,-0.026);
\filldraw [SkyBlue, draw=black] (-0.075,0) circle (0.015 and 0.025);
\draw (-0.08,0.012) arc (105:-105:0.005 and 0.012);
\draw (-0.097,0.026) — (0,0) — (-0.097,-0.026);
\end{scope}
\end{scope}% assi cartesiani
\draw [-latex] (0,0,0) — (0.82,0,0) node{$x$}; % asse x
\draw [-latex] (0,-1,0) — (0,0.8,0) node{$y$}; % asse y
\draw [-latex] (0,0,0) — (0,0,0.8) node{$z$}; % asse z
% etichette degli angoli
\draw [Brown] (xyz spherical cs: longitude=180-\azimut/2, latitude=0, radius=\rar+0.1)
node {$\alpha$}; % etichetta dell'azimut
\draw [Blue] (xyz spherical cs: longitude=180-\azimut, latitude=\el/2, radius=\rar+0.07)
node {$\varepsilon$}; % etichetta dell'elevazione
\end{tikzpicture}
\endgroup
\caption{Definizione dell'azimut $\alpha$ e dell'elevazione $\varepsilon$ secondo la convenzione adottata da \pacchetto{pgfplots}. Nel caso mostrato: $\alpha=70^\circ$ e $\varepsilon=35^\circ$.}
\label{fig:view}
\end{SCfigure}`Il log completo:
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Ottengo quell’errore anche se metto la figura come unica cosa nel sorgente. Qualche incompatibilità? sidecap richiede ifthen, ma mettendolo o levandolo il risultato non cambia.
Ciao
TommasoIl problema credo sia:
`
\usetikzlibrary{3d,fadings}
`
che deve essere caricato nel preambolo e non nella figura.Ciao
Claudio
::kamet69″ post=74069Salve ragazzi! 🙂
Sono indeciso se mettere i miei diagrammi ER e UML nelle figuare o nelle tabelle.
In quanto immagini sono delle figure ma dato che sono dei diagrammi e non dei dipinti forse si avvicinano più al concetto di tabella.
Voi che ne pensate?
Grazie 🙂
Quei diagrammi sono figure non tabelle. 🙂
Infatti esistono appositi pacchetti per disegnarli: guarda questa discussione per i diagrammi UML e questa discussione per i diagrammi ER.
Ciao
Claudio
::
Per quanto riguarda la legenda, è vero che se usi solo TikZ non puoi “chiamare” il comando [tt]\legend[/tt], ma nulla vieta di crearla ad hoc.Siccome ultimamente sono a corto di tempo, ti allego il codice di uno dei miei primissimi disegni con TikZ in cui avevo creato un grafico molto semplice con legenda (purtroppo non conoscevo ancora pgfplots 🙁 ):
`
\begin{center}
\begin{tikzpicture}[domain=-2:2]
\draw[-stealth,thick] (-2,0) — (3.2,0) node[below] {$N$};
\draw[-stealth,thick] (0,-2.5) — (0,2.5) node{$SNR_q$};
\draw[blue!10,very thick] (-2,-2)–(2,2) ;
\draw[orange,very thick] (-2,-1.24)–(1.7,2.4);
\draw[red,very thick] (-2,-0.35)–(1,2.5);
\draw[green!90!black,very thick] (-1.5,-2.5)–(2.5,1.5) ;
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\draw[dotted] (0,-1.05)–(3.2,-1.05)node{\begin{footnotesize}-4.77\end{footnotesize}};
\draw[dotted] (0,0.7)–(3.2,0.7)node{\begin{footnotesize}1.76\end{footnotesize}};
\draw[dotted] (0,1.6)–(3.2,1.6)node{\begin{footnotesize}4.77\end{footnotesize}};
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\draw[rounded corners] (5,-2)rectangle(10,2);
\draw[blue!10,ultra thick] (5.5,-0.4)–(6.5,-0.4) node{\begin{footnotesize}onda triangolare\end{footnotesize}};
\draw[orange,ultra thick] (5.5,0.4)–(6.5,0.4)node{\begin{footnotesize}onda sinusoidale\end{footnotesize}};
\draw[red,ultra thick] (5.5,1.25)–(6.5,1.25)node{\begin{footnotesize}onda quadra\end{footnotesize}};
\draw[green!90!black,ultra thick] (5.5,-1.25)–(6.5,-1.25) node{\begin{footnotesize}segnale vocale\end{footnotesize}};
\end{tikzpicture}
\end{center}
`
Come diceva anche @spike, per capire i principi base del codice la miglior cosa da fare non è proprio andare a pescare degli esempi su TeXample o TeX.SE e modificarli. Potresti però trovare interessante la guida Introduzione all’uso di TikZ in Ingengeria nella sezione Documentazione -> Guide Tematiche. Altrimenti poi è facile dire:è un mondo a parte tikz….
Ciao
Claudio
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