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LaTeX Source Code
% complile with »pdflatex -shell-escape«
\documentclass[tikz,convert=pdf2svg]{standalone}
\usepackage{tkz-euclide}
\usetikzlibrary{calc,intersections}
\usetikzlibrary{spline} %https://github.com/stevecheckoway/tikzlibraryspline
\begin{document}
\begin{tikzpicture}
\tkzSetUpLine[line width=0.4pt]
\pgfmathsetmacro{\SV}{5.15};
\pgfmathsetmacro{\ST}{1.04*\SV};
\coordinate (S) at (0,0);
\coordinate (T) at (-14:\ST);
\coordinate (V) at (15:\SV);
\coordinate (T2) at ($ (S) !1.02! (T) $);
\coordinate (V2) at ($ (S) !1.15! (V) $);
\coordinate (R) at ($(V)+(160:0.28*\SV)$);
\coordinate (R2) at ($ (V) !1.82! (R) $);
\coordinate (E) at ($ (S) !0.75! (V) $);
\coordinate (P) at ($(T)+(-161:0.33*\ST)$);
\coordinate (P2) at ($ (T) !1.6! (P) $);
\coordinate (Q) at ($ (V) !0.52! (T) $);
\coordinate (S2) at ($(S)+(180:0.07*\SV)$);
\tkzDefLine[parallel=through E](V,T) \tkzGetPoint{P3}
\coordinate (D) at (intersection of E--P3 and S--T);
\coordinate (P') at (intersection of E--P3 and T--P2);
\tkzDefLine[orthogonal=through Q](T,V) \tkzGetPoint{B2}
\coordinate (B) at (intersection of E--D and Q--B2);
\tkzDefLine[parallel=through D](B,Q) \tkzGetPoint{Q'}
\tkzDefLine[parallel=through E](V,R) \tkzGetPoint{C2}
\tkzDefLine[orthogonal=through R](V,R) \tkzGetPoint{C3}
\coordinate (C) at (intersection of R--C3 and E--C2);
\tkzDefLine[parallel=through D](T,P) \tkzGetPoint{A2}
\tkzDefLine[orthogonal=through P](P,T) \tkzGetPoint{A3}
\coordinate (A) at (intersection of P--A3 and D--A2);
\begin{pgfinterruptboundingbox}
\draw (R) .. controls ($(R)!0.75!(V)$) and ($(V)!0.25!(Q)$)
.. (Q) .. controls ($(Q)!0.5!(T)$) and ($(P')!0.5!(T)$)
.. (P') .. controls ($(P')!0.5!(P)$)
.. (P) .. controls ($(P)!1.5!(P2)$) and +(-90:2)
.. (S2) .. controls +(90:2.4) and (R2)
.. (R);
\end{pgfinterruptboundingbox}
\draw (A) -- (D);
\draw (A) -- (P);
\draw (B) -- (Q);
\draw (C) -- (E);
\draw (C) -- (R);
\draw[dashed] (D) -- (Q');
\draw (E) -- (P');
\draw (P2) -- (T);
\draw (R2) -- (V);
\draw (S) -- (V2);
\draw (S) -- (T2);
\draw (T) -- (V);
\draw (A) +(160:0.25) node{$A$};
\draw (B) +(180:0.25) node{$B$};
\draw (C) +(180:0.25) node{$C$};
\draw (D) +(50:0.25) node{$D$};
\draw (E) +(60:0.3) node{$E$};
\draw (P) +(-80:0.25) node{$P$};
\draw (P') +(-80:0.25) node{$P'$};
\draw (Q) +(10:0.25) node{$Q$};
\draw (Q') +(10:0.25) node{$Q'$};
\draw (R) +(80:0.25) node{$R$};
\draw (S) +(180:0.2) node{$S$};
\draw (T) +(-20:0.25) node{$T$};
\draw (V) +(45:0.3) node{$V$};
\end{tikzpicture}
\end{document}
Empfohlene Zitierweise:
Isaac Newton: Mathematische Principien der Naturlehre. Robert Oppenheim, Berlin 1872, Seite 61. Digitale Volltext-Ausgabe bei Wikisource, URL: https://de.wikisource.org/w/index.php?title=Seite:Principien1872-061.png&oldid=- (Version vom 8.7.2021)
Isaac Newton: Mathematische Principien der Naturlehre. Robert Oppenheim, Berlin 1872, Seite 61. Digitale Volltext-Ausgabe bei Wikisource, URL: https://de.wikisource.org/w/index.php?title=Seite:Principien1872-061.png&oldid=- (Version vom 8.7.2021)