# Plotting graph and data with PSTricks: Wrong scaling

Consider the following code:

\documentclass{article}

\usepackage{pst-plot}

\begin{document}

% options
\psset{
xunit = 5,
yunit = 50
}
% constants.
\def\masse{0.183276667}  % kg
\def\kraft{0.0278661}    % N
\def\bKonst{0.012}       % kg/s
\def\omegaKonst{12.1278} % s^(-1)
% function
\def\amplitude(#1){\kraft/(\omegaKonst*\masse*sqrt(\omegaKonst^2*(#1)^4+(\bKonst^2/\masse^2-2*\omegaKonst^2)*(#1)^2+\omegaKonst^2))}
% data
% plot
\begin{pspicture}(-0.21,-0.011)(1.83,0.191)
\psaxes[
dx = 0.2,
Dx = 0.2,
dy = 0.02,
Dy = 0.005,
comma
]{->}(0,0)(1.5,0.09)[$\omega_{\textup{SHB}}/\omega_{\textup{d}}$,0][$A$~(m),90]
\listplot[
plotstyle = dots,
dotstyle = o,
fillcolor = red
]{\resonans}
\psplot[
algebraic,
plotpoints = 1000,
linecolor = blue
]{0}{1.5}{\amplitude(x)}
\end{pspicture}

\end{document}


How do I get the same output as the following?

• Copy the data generated by Mathematica and paste it into filecontents* environment to make us easier to reproduce the problem. Jan 1 '14 at 11:34
• @StiffJokes I completely forgot to link to the data (thanks for the pointer). See updated question. Jan 1 '14 at 11:36
• @StiffJokes They come from an experiment and are collected using a computer. (Or is this not what you are asking for?) Jan 1 '14 at 16:10
• @StiffJokes Found by computing other factors it depends on. Jan 1 '14 at 16:24

\documentclass{article}

\usepackage{pst-plot}
\usepackage{filecontents}

\begin{filecontents*}{data.dat}
[[0.6005832177,0.00371],[0.6618893637,0.00388],[0.7123448644,0.00246],[0.7324185582,0.00266],[0.7861292525,0.00328],[0.8523181889,0.00451],[0.9109116735,0.00647],[0.9282727060,0.00760],[0.9906639165,0.0114],[1.025928514,0.0152],[1.051970063,0.0222],[1.079096676,0.0131],[1.105138225,0.00865],[1.149625870,0.00549],[1.170242096,0.00455],[1.220155065,0.00336],[1.256504727,0.00267],[1.351990405,0.00184]]
\end{filecontents*}
\begin{document}

% options
\psset{
xunit = 5,
yunit = 200
}
% constants.
\def\masse{0.183276667}  % kg
\def\kraft{0.0278661}    % N
\def\bKonst{0.13831}       % kg/s
\def\omegaKonst{12.1278} % s^(-1)
% function
\def\amplitude{\kraft/(\omegaKonst*\masse)/%
sqrt(\omegaKonst^2*x^4+(\bKonst^2/\masse^2-2*\omegaKonst^2)*x^2+\omegaKonst^2)}
% data
% plot
\begin{pspicture}(-0.21,-0.011)(1.83,0.021)
\psaxes[
Dx = 0.4,
Dy = 0.005,
comma
]{->}(0,0)(1.5,0.02)[$\omega_{\textup{SHB}}/\omega_{\textup{d}}$,0][$A$~(m),90]
\listplot[
plotstyle = dots,
dotstyle = o,
fillcolor = red
]{\resonans}
\psplot[
algebraic,
plotpoints = 5000,
linecolor = blue,
yMaxValue=0.08
]{0}{1.5}{\amplitude}
\end{pspicture}

\end{document}


And here the solution with values:

\documentclass{article}
\usepackage{pst-plot}
\usepackage{filecontents}

\begin{filecontents*}{data.dat}
[[0.6005832177,0.00371],[0.6618893637,0.00388],[0.7123448644,0.00246],[0.7324185582,0.00266],[0.7861292525,0.00328],[0.8523181889,0.00451],[0.9109116735,0.00647],[0.9282727060,0.00760],[0.9906639165,0.0114],[1.025928514,0.0152],[1.051970063,0.0222],[1.079096676,0.0131],[1.105138225,0.00865],[1.149625870,0.00549],[1.170242096,0.00455],[1.220155065,0.00336],[1.256504727,0.00267],[1.351990405,0.00184]]
\end{filecontents*}
\begin{document}

% options
\psset{
xunit = 5,
yunit = 200
}
% function
\def\amplitude{0.0125368/sqrt(147.084-293.598*x^2+147.084*x^4)}
% data
% plot
\begin{pspicture}(-0.21,-0.011)(1.83,0.03)
\psaxes[
Dx = 0.4,
Dy = 0.005,
dy=0.01,
comma
]{->}(0,0)(1.5,0.03)[$\omega_{\textup{SHB}}/\omega_{\textup{d}}$,0][$A$~(m),90]
\listplot[
plotstyle = dots,
dotstyle = o,
fillcolor = red
]{\resonans}
\psplot[
algebraic,
plotpoints = 5000,
linecolor = blue,
]{0}{1.5}{\amplitude}
\end{pspicture}

\end{document}


• The fitting curve is wrong. (I'll updated my question with an answer at the bottom, in a few minutes.) Jan 1 '14 at 15:30
• I edited my answer. Your equation was not the same as described in your image. However, you can modify it again. Important is the scaling.
– user2478
Jan 1 '14 at 16:09
• For your first answer, why did you make \omegaKonst+\masse rather than \omegaKonst*\masse? Jan 1 '14 at 22:23