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-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% -*- Mode: Latex -*- %%%%%%%%%%%%%%%%%%%%%%%%%%
-%% pst-osci.doc --- Documentation for `pst-osci' PSTricks package
-%%
-%% Authors : Manuel LUQUE <Mluque5130@aol.com>
-%% Christophe JORSSEN <Christophe.Jorssen@wanadoo.fr>
-%% Created : Thu 2 Sept 1999
-%% Last mod. by : Christophe JORSSEN <Christophe.Jorssen@wanadoo.fr>
-%% Last mod. the : Wed 17 Nov 1999
-%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
-\documentclass{article}
-
-\usepackage{pstcol,pst-osci,multicol} % PSTricks package for Oscilloscope screen shots
-\usepackage[baw,pstricks]{fvrb-ex} % Example environments with `fancyvrb'
-\usepackage[a4paper,left=1.5cm,right=1.5cm,top=1.5cm,bottom=1.5cm]{geometry}
-\usepackage{fancyhdr}
-
-% Modifications in `fvrb-ex' to use only 7 bits characters as escape ones
-% * will be for comment in place of £, and /() for commands in place of §µ¶
-% (this work here because these four characters are not used in the examples)
-
-\makeatletter
-
-\renewcommand{\Begin@Example}{%
-\parindent=0pt
-\multiply\topsep by 2
-\VerbatimEnvironment
-\begin{VerbatimOut}[codes={\catcode`\*=12\catcode`\/=12\catcode`\(=12%
- \catcode`\)=12}]{\jobname.tmp}}
-
-\renewcommand{\Below@Example}[1]{%
-\VerbatimInput[gobble=0,commentchar=*,commandchars=/(),numbersep=3pt]%
- {\jobname.tmp}
-\catcode`\*=9\relax%
-\NoHighlight@Attributes % To suppress possible highlighting
-\ifFvrbEx@Grid\vspace{5pt}\fi
-#1%
-\ifFvrbEx@Grid\vspace{5pt}\fi
-\par}
-
-\renewcommand{\SideBySide@Example}[1]{%
-\@tempdimb=\FV@XRightMargin
-\advance\@tempdimb -5mm
-\begin{minipage}[c]{\@tempdimb}
- \fvset{xrightmargin=0pt}
- \catcode`\*=9\relax%
- \NoHighlight@Attributes % To suppress possible highlighting
- #1
-\end{minipage}%
-\@tempdimb=\textwidth
-\advance\@tempdimb -\FV@XRightMargin
-\advance\@tempdimb 5mm
-\begin{minipage}[c]{\@tempdimb}
- \VerbatimInput[gobble=0,commentchar=*,commandchars=/(),numbersep=3pt,
- xleftmargin=5mm,xrightmargin=0pt]{\jobname.tmp}
-\end{minipage}}
-
-% The \NoHighlight@Attributes from `hbaw' and `hcolors' packages
-% must be modified too
-\def\NoHighlight@Attributes{%
-\catcode`\/=0\relax%
-\catcode`\(=1\relax%
-\catcode`\)=2\relax%
-\def\HLa##1{##1}%
-\def\HLb##1{##1}%
-\def\HLc##1{##1}%
-\def\HLd##1{##1}%
-\def\HLe##1{##1}%
-\def\HLf##1{##1}%
-\def\HLBFa##1{##1}%
-\def\HLBFb##1{##1}%
-\def\HLBFc##1{##1}%
-\def\HLBFd##1{##1}%
-\def\HLBFe##1{##1}%
-\def\HLBFf##1{##1}%
-\def\HLITa##1{##1}%
-\def\HLITb##1{##1}%
-\def\HLITc##1{##1}%
-\def\HLITd##1{##1}%
-\def\HLITe##1{##1}%
-\def\HLITf##1{##1}%
-\def\HLCBBa##1{##1}%
-\def\HLCBBb##1{##1}%
-\def\HLCBBc##1{##1}%
-\def\HLCBBd##1{##1}%
-\def\HLCBBe##1{##1}%
-\def\HLCBBf##1{##1}%
-\def\HLCBBz##1{##1}%
-\def\HLCBWa##1{##1}%
-\def\HLCBWb##1{##1}%
-\def\HLCBWc##1{##1}%
-\def\HLCBWd##1{##1}%
-\def\HLCBWe##1{##1}%
-\def\HLCBWf##1{##1}%
-\def\HLCBWz##1{##1}%
-}
-
-\makeatother
-
-% Example environments with numbers, single frame, label on top and margin
-\fvset{numbers=none,frame=single,labelposition=topline}
-
-% For macro names
-\DeclareRobustCommand\cs[1]{\texttt{\char`\\#1}}
-
-\newcommand{\OsciPackage}{\textbf{`pst-osci'}}
-\let\phi\varphi
-
-\lhead{\OsciPackage}\rhead{A PSTricks package for oscilloscopes} \pagestyle{fancy}
-
-\begin{document}
-
-\title{\OsciPackage\thanks{Thanks to Denis \textsc{Girou} for his most valuable
-help and his encouragements.}\\ A PSTricks package for oscilloscopes}
-\author{\shortstack{\makeatletter Manuel \textsc{Luque} \texttt{<Mluque5130@aol.com>}\\
-Christophe \textsc{Jorssen} \texttt{<Christophe.Jorssen@wanadoo.fr>}\makeatother}}
-\date{\shortstack{Version 2.7\\ \small Documentation revised November 17, 1999}}
-
-\maketitle
-
-\begin{center}
-\psframebox[framearc=0.3,framesep=5mm,linewidth=0.7mm]{%
-\parbox{15cm}{%
-{\Large\textbf{Abstract}}: \OsciPackage{} is a PSTricks package to draw easily
-oscilloscope screen shots. Three channels can be used to represent the most common
-signals (damped or not): namely sinusoidal ($y=A\exp (-\lambda t)\sin
-(\frac{2\pi}{T}t+m\cdot\sin(\frac{2\pi}{T_m}t)+\phi) + c$), rectangular, triangular,
-dog's tooth (left and right oriented). The third channel allows you to add, to
-subtract or to multiply the two other signals. \textsc{Lissajous} diagrams (XY-mode)
-can also be obtained.}}
-\end{center}
-
-\setlength{\columnseprule}{0.6pt}
-\begin{multicols}{2}
-{\parskip 0pt \tableofcontents}
-\end{multicols}
-
-\section{Introduction}
-
-\OsciPackage{} offers a unique macro with few parameters to interact on it (it is
-the same approach as in Denis \textsc{Girou}'s \textbf{`pst-poly'} package).
-\par
-The syntax is simply: \fbox{\cs{Oscillo}\texttt{[optional\_parameters]}}.
-\par
-\textbf{As for a real oscilloscope, it is important to choose the correct sensivity
-for each channel in relation to the amplitude of the signal. If you did the wrong
-choice, you will get bad-looking curves.}
-\par
-The style of the curves can be customized using the standard PSTricks parameters.
-
-\section{Usage}
-
-\subsection{Parameters}
-
-There are thirty specific parameters defined to change the way the screen shots are
-drawn.
-\par
-Henceforth, the signals represented on channels A, B and C will be called `SignalA',
-`SignalB' and `SignalC'.
-\begin{description}
-
-\item[\HLTTc{period1} (real):] period $T_1$ (in ms) of SignalA (\emph{default:~20}).
-
-\item[\HLTTc{period2} (real):] period $T_2$ (in ms) of SignalB (\emph{default:~20}).
-
-\item[\HLTTc{amplitude1} (real):] amplitude $A_1$ (in V) of SignalA (\emph{default:~2}).
-
-\item[\HLTTc{amplitude2} (real):] amplitude $A_2$ (in V) of SignalB
-(\emph{default:~0 -- no signal}).
-
-\item[\HLTTc{periodmodulation1} (real):] period $T_{m1}$ (in ms) of SignalA
-(\emph{default:~100}).
-
-\item[\HLTTc{periodmodulation2} (real):] period $T_{m2}$ (in ms) of SignalB
-(\emph{default:~100}).
-
-\item[\HLTTc{freqmod1} (real):] modulation factor $m_1$ of SignalA (\emph{default:~0}).
-
-\item[\HLTTc{freqmod2} (real):] modulation factor $m_2$ of SignalB (\emph{default:~0}).
-
-\item[\HLTTc{phase1} (real):] phase $\phi_1$ (in deg) of SignalA (\emph{default:~0}).
-
-\item[\HLTTc{phase2} (real):] phase $\phi_2$ (in deg) of SignalB (\emph{default:~0}).
-
-\item[\HLTTc{CC1} (real):] continuous component $c_1$ (in V) of SignalA (\emph{default:~0}).
-
-\item[\HLTTc{CC2} (real):] continuous component $c_2$ (in V) of SignalB (\emph{default:~0}).
-
-\item[\HLTTc{damping1} (real):] damping $\lambda_1$ of SignalA
-(\emph{default:~0 -- no damping}).
-
-\item[\HLTTc{damping2} (real):] damping $\lambda_2$ of SignalB
-(\emph{default:~0 -- no damping}).
-
-\item[\HLTTc{wave1}:] type of the SignalA chosen between \cs{SinusA}, \cs{RectangleA},
-\cs{TriangleA}, \cs{LDogToothA}, \cs{RDogToothA} (\emph{default: \cs{SinusA}}).
-
-\item[\HLTTc{wave2}:] type of the SignalB chosen between \cs{SinusB}, \cs{RectangleB},
-\cs{TriangleB}, \cs{LDogToothB}, \cs{RDogToothB} (\emph{default: \cs{SinusB}}).
-
-\item[\HLTTc{timediv} (real):] scale (in ms) of the time axis (\emph{default:~5}).
-
-\item[\HLTTc{Lissajous} (boolean):] switch to XY-mode (true) or not (false)
-(\emph{default: false}).
-
-\item[\HLTTc{sensivity1} (real):] scale (in V) of the channel A vertical axis
-(\emph{default:~1}).
-
-\item[\HLTTc{sensivity2} (real):] scale (in V) of the channel B vertical axis
-(\emph{default:~1}).
-
-\item[\HLTTc{plotstyle1}:] determines what kind of plot you will get for
-channel A (\emph{default: GreenContA}). Note that you can customize the plotstyle
-using the \cs{newpsstyle} macro (see below for examples).
-
-\item[\HLTTc{plotstyle2}:] determines what kind of plot you will get for
-channel B (\emph{default: BlueContB}). Same remark as above.
-
-\item[\HLTTc{plotstyle3}:] determines what kind of plot you will get for
-XY-mode (\emph{default: RedContLissajous}). Same remark as above.
-
-\item[\HLTTc{plotstyle4}:] determines what kind of plot you will get for
-add, sub or mul operation (third channel) (\emph{default: MagentaContAddSub}). Same
-remark as above.
-
-\item[\HLTTc{combine} (boolean):] if true allows to draw combination of SignalA
-and SignalB on channel C (namely addition, subtraction or multiplication)
-(\emph{default: false -- no signal}). See next item.
-
-\item[\HLTTc{operation}:] determines what kind of operation will be applied to
-SignalA and SignalB to get SignalC. The valid parameters are add, sub and mul
-(\emph{default: \cs{relax} -- no operation}).
-
-\item[\HLTTc{Fourier} (integer):] see below (Section \ref{Rectangular})
-(\emph{default:~100}).
-
-\item[\HLTTc{offset1} (real):] offset $c'_1$ (in V) of SignalA (\emph{default:~0}).
-
-\item[\HLTTc{offset2} (real):] offset $c'_2$ (in V) of SignalB (\emph{default:~0}).
-
-\item[\HLTTc{offset3} (real):] offset $c'_2$ (in V) of SignalC (\emph{default:~0}).
-
-
-\end{description}
-
-\subsection{Rectangular, triangular and dog's tooth signals\label{Rectangular}}
-
-The parameter \HLTTc{Fourier} controls the precision of the Fourier transform used to
-draw rectangular, triangular and dog's tooth signals. The number of terms is fixed to
-100 by default in order to minimize the computation time. But you can give
-\HLTTc{Fourier} any value you want.
-\par
-Note that those signals can also be damped using the \HLTTc{damping1} and
-\HLTTc{damping2} parameters. By default, there is no damping ($\lambda=1$).
-
-\subsection{\OsciPackage{} and \LaTeX}
-
-\OsciPackage{} defines colors that may interact with the \textbf{`color'} package.
-You should then use the \textbf{`pst-col'} package and load \OsciPackage{} this way:
-\begin{Verbatim}
- \usepackage{pstcol,pst-osci}
-\end{Verbatim}
-
-\subsection{Reducing the size of the Oscilloscope}
-
-The oscilloscope is put inside a 10\,cm square \HLTTc{pspicture} environment. There
-are two ways to reduce the size of the box, depending on the fonts you use.
-
-\subsubsection{Using PostScript fonts}
-
-We recommend that solution because it allows you to treat fonts like any other
-PostScript object. As a matter of fact, you can, for instance, put your \cs{Oscillo}
-macro inside a PSTricks \cs{scalebox}. It is very simple and offers good results.
-However, pay attention to the fact that, if you are using non-PS fonts, the result
-will look ugly!
-
-\subsubsection{Using non-PostScript fonts}
-
-If you use non-PS fonts and if you want to reduce the size of the Oscilloscope, you
-should type something like:
-\begin{Verbatim}
- {\psset{unit=0.5}\footnotesize\Oscillo}
-\end{Verbatim}
-
-\section{Examples}
-
-\subsection{Basic examples}
-
-\begin{CenterExample}[label={The \cs{Oscillo} macro, default parameters}]
- \Oscillo
-\end{CenterExample}
-
-\textbf{In order to minimize the size of the file, all the oscilloscopes are drawn
-scaled $\frac{1}{2}$. This reduced scale is not represented.}
-
-\makeatletter
-\let\Oldpst@Oscillo\pst@Oscillo
-\def\pst@Oscillo[#1]{\scalebox{0.5}{\Oldpst@Oscillo[#1]}}
-\makeatother
-
-\par
-If you only want to see SignalA then set \HLTTc{offset2} in order to have
-$\HLTTc{offset2}\in ]-\infty,-4\times \HLTTc{sensivity2}[ \cup
-]4\times\HLTTc{sensivity2},+\infty[$:
-
-\begin{SideBySideExample}[label=SignalB invisible, xrightmargin=5.5cm]
- \Oscillo[offset2=/HLCBWz(5)]
-\end{SideBySideExample}
-
-Let's have a look at Channel A:
-
-\begin{CenterExample}[label=The importance of sensivity]
- % Extrema invisible
- \Oscillo[offset2=5,/HLCBWz(amplitude1)=5]
- % Good sensivity choice
- £\hfill
- \Oscillo[offset2=5,amplitude1=5,/HLCBWz(sensivity1)=2]
-\end{CenterExample}
-
-Now, let's have two signals on Channel A and B. By default, the two signals have the
-same period and the same phase:
-
-\begin{CenterExample}
- % Different amplitude
- \Oscillo[amplitude1=3,/HLCBWz(amplitude2)=1.5]
- % Different period
- £\hfill
- \Oscillo[amplitude1=3,amplitude2=1.5,/HLCBWz(period2)=50]
- % Different phase
- £\hfill
- \Oscillo[amplitude1=3,amplitude2=1.5,/HLCBWz(phase1)=60,/HLCBWz(phase2)=-30]
-\end{CenterExample}
-
-\begin{SideBySideExample}[label=Damping and amplification,xrightmargin=5.5cm]
- \Oscillo[amplitude1=3,amplitude2=1.5,
- /HLCBWz(damping2)=0.005,/HLCBWz(damping1)=-0.005]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[label=Changing the time scale,xrightmargin=5.5cm]
- \Oscillo[amplitude2=1.5,/HLCBWz(timediv)=10]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[label=Vertical translations,xrightmargin=5.5cm]
- \Oscillo[amplitude1=1.5,amplitude2=1.5,
- /HLCBWz(offset1)=1.5,/HLCBWz(offset2)=-1.5]
-\end{SideBySideExample}
-
-\begin{CenterExample}[label=Changing the plot style]
- /HLCBWz(\newpsstyle){BlueDots}{plotstyle=dots,
- linecolor=blue,linewidth=0.02,plotpoints=50}
- \Oscillo[amplitude1=3,/HLCBWz(plotstyle2)=BlueDots,amplitude2=2]
- /HLCBWz(\newpsstyle){GreenDash}{linestyle=dashed,
- linecolor=green,linewidth=0.035,plotpoints=50}
- £\hfill
- \Oscillo[amplitude1=2,phase1=90,amplitude2=3.8,period1=25,
- period2=50,phase2=10,/HLCBWz(plotstyle1)=GreenDash]
-\end{CenterExample}
-
-\subsection{Channel C: operations}
-
-Note that \HLTTc{offset1} and \HLTTc{offset2} are \textbf{not} taken into account in
-the operations when the \HLTTc{combine} parameter is set to true.
-
-\begin{CenterExample}[label=Additions]
- \Oscillo[amplitude2=1.5,period2=50,period1=10,
- /HLCBWz(combine)=/HLCBWz(true),/HLCBWz(operation)=/HLCBWz(add)]
- £\hfill
- \Oscillo[amplitude2=1.5,period2=50,period1=10,
- /HLCBWz(combine)=/HLCBWz(true),/HLCBWz(operation)=/HLCBWz(add),offset1=2,offset2=2]
- £\hfill
- % SignalA and SignalB are invisible
- \Oscillo[amplitude2=1.5,period2=50,period1=10,
- /HLCBWz(combine)=/HLCBWz(true),/HLCBWz(operation)=/HLCBWz(add),offset1=6,offset2=6]
-\end{CenterExample}
-
-\begin{SideBySideExample}[label=Subtraction,xrightmargin=5.5cm]
- \Oscillo[amplitude2=1.5,period2=50,period1=10,
- /HLCBWz(combine)=/HLCBWz(true),
- /HLCBWz(operation)=/HLCBWz(sub)]
-\end{SideBySideExample}
-
-\begin{CenterExample}[label=Multiplications]
- \Oscillo[amplitude2=1.5,period2=50,period1=10,
- /HLCBWz(combine)=/HLCBWz(true),/HLCBWz(operation)=/HLCBWz(mul)]
- £\hfill
- \Oscillo[amplitude1=1,amplitude2=2,
- period2=50,period1=2,/HLCBWz(combine)=/HLCBWz(true),/HLCBWz(operation)=/HLCBWz(mul)]
-\end{CenterExample}
-
-\subsection{Channel C: XY-mode}
-
-\begin{SideBySideExample}[label={Basic \textsc{Lissajous} curve},xrightmargin=5.5cm]
- \Oscillo[/HLCBWz(Lissajous)=/HLCBWz(true),amplitude2=2]
-\end{SideBySideExample}
-
-\begin{CenterExample}
- \Oscillo[Lissajous=true,amplitude2=3,phase2=45]
- £\hfill
- \Oscillo[Lissajous=true,amplitude2=2,phase2=90]
-\end{CenterExample}
-
-\begin{CenterExample}
- \Oscillo[amplitude1=3.5,phase1=90,amplitude2=3.5,
- period1=20,period2=10,phase2=0,Lissajous=true]
- £\hfill
- \Oscillo[amplitude1=3.5,phase1=90,amplitude2=3.5,
- period1=25,period2=5,phase2=60,Lissajous=true]
-\end{CenterExample}
-
-\begin{SideBySideExample}[label={A damped \textsc{Lissajous} diagram},xrightmargin=5.5cm]
- \Oscillo[amplitude1=3.5,phase1=90,
- amplitude2=3.5,period1=50,period2=50,
- Lissajous=true,damping1=0.01,damping2=0.01]
-\end{SideBySideExample}
-
-\subsection{Non sinusoidal signals}
-
-\begin{CenterExample}[label=Exponential signals]
- \Oscillo[amplitude1=3.5,phase1=90,
- period1=/HLCBWz(2E30),offset2=5,damping1=0.02]
- £\hfill
- \Oscillo[amplitude1=3.5,phase1=90,
- period1=/HLCBWz(2E30),offset2=3,amplitude2=-3,damping1=0.02,
- period2=/HLCBWz(2E31),damping2=0.02,phase2=90]
-\end{CenterExample}
-
-\textbf{Note:} the maximum value for \HLTTc{period1} and \HLTTc{period2} is $\pm$2E31.
-
-\begin{CenterExample}[label={Non-sinusoidal signals}]
- \Oscillo[/HLCBWz(Wave1)=/HLCBWz(\TriangleA),amplitude2=2,period2=20,period1=25]
- £\hfill
- \Oscillo[/HLCBWz(Wave1)=/HLCBWz(\RectangleA),amplitude2=2,period2=20,period1=25]
-\end{CenterExample}
-
-\begin{CenterExample}[label=Combine examples]
- \Oscillo[Wave2=\TriangleB,combine=true,operation=mul,amplitude2=2,
- period2=50,period1=2,amplitude1=1]
- £\hfill
- \Oscillo[combine=true,operation=add,amplitude2=1.5,
- Wave1=\RectangleA,amplitude1=1.5,period2=15]
- £\hfill
- \Oscillo[combine=true,operation=add,amplitude2=1.5,
- Wave1=\RectangleA,amplitude1=1.5,period2=15,Wave2=\TriangleB]
-\end{CenterExample}
-
-\begin{CenterExample}[label={Dog's tooth signal}]
- \Oscillo[combine=true,operation=mul,amplitude2=1.5,
- /HLCBWz(Wave1)=/HLCBWz(\RDogToothA),amplitude1=1.5,period2=15]
- £\hfill
- \Oscillo[amplitude1=3.5,phase1=90,amplitude2=3.5,
- period1=25,period2=6.25,phase2=0,Lissajous=true,Wave2=\RDogToothB]
-\end{CenterExample}
-
-\subsection{Frequency modulation examples}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[/HLCBWz(periodmodulation1)=200,/HLCBWz(freqmod1)=5,period1=30,
- timediv=50,plotpoints=1000,amplitude2=2,period2=200]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=1,amplitude2=1,
- period2=25,period1=2,combine=true,operation=mul]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=1,amplitude2=1,/HLCBWz(CC2)=2,
- period2=25,period1=2,combine=true,operation=mul,offset1=5]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=1,amplitude2=1,CC2=1.5,Wave2=\TriangleB,
- period2=25,period1=2,combine=true,operation=mul,offset1=5]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=1,amplitude2=1,CC2=2,Wave2=\RDogToothB,
- period2=25,period1=2,combine=true,operation=mul,offset1=5]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=1,amplitude2=1,CC2=-2,Wave2=\LDogToothB,
- period2=20,period1=3,combine=true,operation=mul,offset1=5]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=1,amplitude2=1,CC2=2,Wave2=\RDogToothB,
- period2=25,period1=2,combine=true,operation=mul,
- offset1=5,offset3=-1]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=1,amplitude2=1,CC2=-2,Wave2=\LDogToothB,
- period2=20,period1=3,combine=true,operation=mul,
- offset1=5,offset3=1]
-\end{SideBySideExample}
-
-\subsection{More examples}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=3.5,phase1=90,amplitude2=3.5,period1=50,
- period2=50,phase2=0,Lissajous=true,damping1=0.01,
- Wave2=\RectangleB]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=2,amplitude2=1.8,Wave1=\RectangleA,
- Fourier=500,period1=25,period2=12.5,combine=true,
- operation=add,Wave2=\RectangleB]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=4,amplitude2=3,period1=50,
- period2=5,Lissajous=true,Wave1=\RectangleA]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=3,phase1=90,amplitude2=3,damping1=0.05,
- period1=25,period2=12.5,phase2=0,
- Lissajous=true,Wave2=\RDogToothB]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=4,amplitude2=3,period1=25,
- period2=50,Lissajous=true,damping1=0.02,
- Wave2=\TriangleB]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[Wave2=\LDogToothB,combine=true,operation=mul,
- amplitude2=2,period2=50,period1=2,amplitude1=1]
-\end{SideBySideExample}
-
-\begin{SideBySideExample}[xrightmargin=5.5cm]
- \Oscillo[amplitude1=3.5,phase1=90,amplitude2=3.5,period1=50,
- period2=50,phase2=0,Lissajous=true,damping1=0.01,
- Wave2=\RectangleB,damping2=0.01]
-\end{SideBySideExample}
-
-\end{document}