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Diffstat (limited to 'buch/chapters/060-integral/images/orthogonal.tex')
-rw-r--r-- | buch/chapters/060-integral/images/orthogonal.tex | 79 |
1 files changed, 0 insertions, 79 deletions
diff --git a/buch/chapters/060-integral/images/orthogonal.tex b/buch/chapters/060-integral/images/orthogonal.tex deleted file mode 100644 index 8600281..0000000 --- a/buch/chapters/060-integral/images/orthogonal.tex +++ /dev/null @@ -1,79 +0,0 @@ -% -% orthogonal.tex -- plots of legendre polynomials -% -% (c) 2021 Prof Dr Andreas Müller, OST Ostschweizer Fachhochschule -% -\documentclass[tikz]{standalone} -\usepackage{amsmath} -\usepackage{times} -\usepackage{txfonts} -\usepackage{pgfplots} -\usepackage{csvsimple} -\usetikzlibrary{arrows,intersections,math} -\begin{document} -\def\skala{6} -\input{legendrepaths.tex} -\begin{tikzpicture}[>=latex,thick,scale=\skala] - -\definecolor{fone}{rgb}{1,0,0} -\definecolor{ftwo}{rgb}{1.0,0,0.8} -\definecolor{fthree}{rgb}{0.8,0,1} -\definecolor{ffour}{rgb}{0,0,1} -\definecolor{ffive}{rgb}{0,0.8,1} -\definecolor{fsix}{rgb}{0,1,1} -\definecolor{fseven}{rgb}{0,0.6,0} -\definecolor{feight}{rgb}{0.2,1,0.6} -\definecolor{fnine}{rgb}{0.6,0.8,0.2} -\definecolor{ften}{rgb}{1,0.4,0} - -\def\dx{1} -\def\Dy{3} -\def\dy{3} - -\begin{scope} -\clip (-1,-0.6) rectangle (1,1); - -%\pgfmathparse{\Dy/(\normalizationfour*\normalizationfour)} -%\xdef\dy{\pgfmathresult} -\fill[color=ffour!70,opacity=0.5] (-1,0) -- \produktvier -- (1,0) -- cycle; - -%\pgfmathparse{\Dy/(\normalizationeight*\normalizationeight)} -%\xdef\dy{\pgfmathresult} -\fill[color=fseven!70,opacity=0.5] (-1,0) -- \produktsieben -- (1,0) -- cycle; - -%\pgfmathparse{\Dy/(\normalizationfour*\normalizationeight)} -%\xdef\dy{\pgfmathresult} -\fill[color=red!50,opacity=0.5] (-1,0) -- \produktortho -- (1,0) -- cycle; - -%\pgfmathparse{\Dy/\normalizationfour} -%\xdef\dy{\pgfmathresult} -%\draw[line width=1.4pt,color=ffour] \legendrefour; -% -%\pgfmathparse{\Dy/\normalizationeight} -%\xdef\dy{\pgfmathresult} -%\draw[line width=1.4pt,color=feight] \legendreeight; - -%\pgfmathparse{\Dy/(\normalizationfour*\normalizationeight)} -%\xdef\dy{\pgfmathresult} -\draw[line width=1.4pt,color=red] \produktortho; - -\end{scope} - -\draw[->] ({-1-(0.1/\skala)},0) -- ({1+(0.3/\skala)},0) - coordinate[label={$x$}]; -\draw[->] (0,{-{0.2*\Dy}-(0.1/\skala)}) -- (0,{1+(0.3/\skala)}) - coordinate[label={right:$y$}]; -\foreach \x in {-1,-0.9,...,1.001}{ - \draw ({\dx*\x},{-0.1/\skala}) -- ({\dx*\x},{0.1/\skala}); -} -\foreach \y in {-0.2,-0.1,0.1,0.2,0.3}{ - \draw ({-0.1/\skala},{\Dy*\y}) -- ({0.1/\skala},{\Dy*\y}); - \node at ({-0.1/\skala},{\Dy*\y}) [left] {$\mathstrut\y$}; -} -\foreach \x in {-1,-0.5,0.5,1}{ - \node at ({\dx*\x},{-0.1/\skala}) [below] {$\mathstrut\x$}; -} - -\end{tikzpicture} -\end{document} - |