Nuova infografica: Motore a curvatura
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\documentclass{standalone}
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%
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\usepackage{tikz}
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\usetikzlibrary{backgrounds, arrows.meta, shapes.callouts}
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\usepackage{xcolor}
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%
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\definecolor{space}{HTML}{1F2C4E}
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\definecolor{earth}{HTML}{0089FA}
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\definecolor{mars}{HTML}{DC7B4E}
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\definecolor{dida}{HTML}{FFDE00}
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\definecolor{title}{HTML}{FBA706}
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%
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\usepackage{fontspec}
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\setmainfont{Open Dyslexic}
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%
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\title{Il motore a curvatura}
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\begin{document}
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\tikzset{
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partial ellipse/.style args = {#1:#2:#3}{insert path={+ (#1:#3) arc (#1:#2:#3)}},
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notice/.style = { draw, ellipse callout, callout relative pointer={#1} },
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}
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\begin{tikzpicture}[background rectangle/.style={fill=white},show background rectangle,>={[inset=0,angle'=27]Stealth}]
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%title
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\draw [black,ultra thick,fill=title] (0,9.8) rectangle (30,16.8);
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\node at (15,14.8) {\textcolor{black}{\fontsize{90}{91}\selectfont Il motore}};
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\node at (15,11.8) {\textcolor{black}{\fontsize{90}{91}\selectfont a curvatura}};
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%
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\begin{scope}[shift={(0,5)}]
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\draw [ultra thick, fill=earth] (20.5,4) rectangle (25.5,-4);
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\node at (23,0) {\includegraphics[width=5cm]{carl_sagan}};
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\node (example-textwidth-2) [notice={(3,0.5)}, ultra thick, right, align=center, text width=12cm, color=black, fill=white, font=\fontsize{23pt}{24pt}\selectfont] at (1,-1) {Benvenuti! Sono Carl Sagan e oggi vi racconterò qualcosa su uno dei dispositivi più noti di \emph{Star Trek}: il motore a curvatura!};
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\end{scope}
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%
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\begin{scope}[shift={(16,-11.5)}]
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%
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%
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%
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%
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%
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%
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%
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%
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%dida
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\draw [black,thick,fill=dida] (-2,12) rectangle (14,8);
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\node (example-textwidth-2) [right, align=left, text width=15cm, color=black, font=\fontsize{23pt}{24pt}\selectfont] at (-1.5,10) {Partiamo da un fatto noto: tutti gli oggetti nell'universo deformano lo spaziotempo. Incluse le navicelle spaziali.};
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%
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\draw [black,thick,fill=dida] (-16,-4) rectangle (-3,-6.5);
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\node (example-textwidth-2) [right, align=left, text width=15cm, color=black, font=\fontsize{23pt}{24pt}\selectfont] at (-15.5,-5.25) {Questa deformazione viene chiamata \textbf{curvatura}.};
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\end{scope}
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%
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\begin{scope}[shift={(0,-27)}]
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\end{scope}
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\begin{scope}[rotate around={14:(12.8,0)}]
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\draw [color=white] (10,-2.5) -- (20,-2.5);
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\end{scope}
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\draw (15,0) [color=white,partial ellipse=180:110:2.2 and 4];
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\draw [color=white] (17.45,-1.4) -- (17,-4) to[out=240,in=-45] (14.8,-2.1);
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%
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\draw[<-,ultra thick,color=white] (15.5,0.5) -- (22,-1);
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\node (example-textwidth-2) [right, align=left, text width=8cm, color=white, font=\fontsize{23pt}{24pt}\selectfont] at (22,-1) {zona di competenza della navicella};
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%
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\draw [<-,ultra thick,color=white] (14.5,2.5) -- (11,5);
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\draw [<-,ultra thick,color=white] (16.5,-3.5) -- (10.8,5);
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\node (example-textwidth-2) [right, align=left, text width=15cm, color=white, font=\fontsize{23pt}{24pt}\selectfont] at (8,5.5) {deformazioni spaziotemporali};
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\end{scope}
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\draw [black,thick,fill=dida] (16.5,9.5) rectangle (29.5,0.5);
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\node (example-textwidth-2) [right, align=left, text width=12cm, color=black, font=\fontsize{23pt}{24pt}\selectfont] at (17,5) {Ed è questo il concetto scientifico dietro il motore a curvatura di Star Trek, solo che all'epoca un'idea del genere non era per nulla venuta in mente ai fisici, fino a che nel 1994 Miguel Alcubierre non porpose qualcosa del genere.};
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\end{scope}
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%
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\begin{scope}[shift={(0,-35.5)}]
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\draw [fill=space,ultra thick] (0.5,2) rectangle (29.5,-12);
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%dida up
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\draw [fill=dida,thick] (1,2.5) rectangle (29,-2.5);
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\node (example-textwidth-2) [right, align=left, text width=27cm, color=black, font=\fontsize{23pt}{24pt}\selectfont] at (2,0) {La sua "guida a curvatura" prevede la deformazione dello spaziotempo intorno all'astronave: si generano due zone, una con curvatura positiva con conseguente espansione dello spaziotempo locale, e un'altra con curvatura negativa, e contrazione dello spaziotempo.};
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%
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\node at (25,-8) {\includegraphics[width=5cm,angle=-50]{astronave}};
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\node (example-textwidth-2) [notice={(3,0.5)}, ultra thick, right, align=center, text width=6cm, color=black, fill=white, font=\fontsize{23pt}{24pt}\selectfont] at (12,-8) {Vieni da me!};
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\draw [fill=mars,ultra thick] (5,-8) circle (3 cm);
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\draw [->,ultra thick,color=white] (8.5,-8) -- (10,-8);
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\end{scope}
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%
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\begin{scope}[shift={(0,-50)}]
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\draw [fill=dida,thick] (1,2.2) rectangle (29,-2.2);
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\node (example-textwidth-2) [right, align=left, text width=27cm, color=black, font=\fontsize{23pt}{24pt}\selectfont] at (1.6,0) {In questo modo è possibile avvicinare il punto di arrivo e, soprattutto, a muoversi più veloce della luce è lo spaziotempo, cosa permessa dalla relatività generale, mentre l'astronave resta "ferma".};
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\node at (25,-8) {\includegraphics[width=7cm]{miguel_alcubierre}};
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\node (example-textwidth-2) [notice={(3,0.5)}, ultra thick, right, align=center, text width=12cm, color=black, fill=white, font=\fontsize{23pt}{24pt}\selectfont] at (1,-8) {Mi sono ispirato proprio a Star Trek per sviluppare il modello matematico dietro questo motore a curvatura!};
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\end{scope}
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%
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\begin{scope}[shift={(0,-64)}]
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\node at (27,0) () {\includegraphics[width=3.7cm]{licenza}};
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\node at (18,-0.1) {\textcolor{black}{\fontsize{14}{15}\selectfont Testo e illustrazioni: @ulaulaman - Gianluigi Filippelli}};
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\end{scope}
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\end{tikzpicture}
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%
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\end{document}
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