CTU4WP@ELAB/Presentation/main_overv.tex

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\title{WP@ELAB training, the calculus day \\(November 2021 overview)}
\author{Vojtech Svoboda, Pavel Kuriscak, Frantisek Lustig}
\date{\today}


\AtBeginSection[]
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\def\ExcelImplem{
\footnotesize
\begin{tabular}{|l|l|l|l|l|l|}\hline row& column A& column B&column C&column D&column E\\ \hline 
4&0 & -L2 & B4/I2 & any number  & any number \\
& & & & ($v_0$ initial cond.) & ($x_0$ initial cond.)\\ \hline
5&A4+I4&-L2 &B5/I2&D4+C5*I4&E4+D5*I4\\ \hline 
6&A5+I4&-L2 &B6/I2&D5+C6*I4&E5+D6*I4\\ \hline 
7..N-1&.. &.. &.. & ..& ..\\ \hline 
N&A(N-1)+I4&-L2 &BN/I2&D(N-1)+CN*I4&E(N-1)+DN*I4\\ \hline 
\end{tabular}}


\def\Prescription{
\scriptsize
\begin{tabular}{|l|l|l|l|l|}\hline time& $F(t,x,v)$&$a(t)$ &$v(t)$ calculation&$x(t)$ calculation\\ \hline 
$t_0$ & $F_0=F(t_0,x_0,v_0)$& $a_0=F_0/m $ & $v_0$ (initial cond.) & $x_0$ (initial cond.)\\ \hline 
$t_1=t_0+\Delta t$ & $F_1=F(t_1,x_1,v_1)$ & $a_1=F_1/m$ & $v_1=v_0+a_1\Delta t$& $x_1=x_0+v_1\Delta t$\\ \hline 
$t_2=t_1+\Delta t$ & $F_2=F(t_2,x_2,v_2)$ & $a_2=F_2/m$ & $v_2=v_1+a_2\Delta t$& $x_2=x_1+v_2\Delta t$\\ \hline 
.. &.. &.. & ..& ..\\ \hline 
$t_n=t_{n-1}+\Delta t$ & $F_n=F(t_n,x_n,v_n)$ & $a_n=F_n/m$ & $v_n=v_{n-1}+a_n\Delta t$& $x_n=x_{n-1}+v_n\Delta t$\\ \hline 
\end{tabular}}


\begin{document}

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  \titlepage
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\section{Introduction}
\subfile{Introduction_overv}

\section{1D problem in cartesian coordinates: free fall}
\subfile{FreeFallProblem}

\section{1D problem in rotational system: pendulum}
\subfile{Pendulum}

\section{Numerical simulation versus experiment}
\subfile{NumSimExperiment}

%\section{Final remarks}
%\subfile{FinalRemarks}

\section{Summary}
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  \tableofcontents
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\slide{To be continued..}{\blok{Thank you }{for your attention}}

 
\nocite{EulerTut}
\nocite{wiki:PendMath}
\nocite{wiki:ProjMot}


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\bibliography{main}


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