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*.aux | ||
*.log | ||
*.out | ||
*.synctex |
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<?xml version="1.0" encoding="UTF-8"?> | ||
<projectDescription> | ||
<name>header</name> | ||
<comment></comment> | ||
<projects> | ||
</projects> | ||
<buildSpec> | ||
<buildCommand> | ||
<name>net.sourceforge.texlipse.builder.TexlipseBuilder</name> | ||
<arguments> | ||
</arguments> | ||
</buildCommand> | ||
</buildSpec> | ||
<natures> | ||
<nature>net.sourceforge.texlipse.builder.TexlipseNature</nature> | ||
</natures> | ||
<linkedResources> | ||
<link> | ||
<name>.tex</name> | ||
<type>1</type> | ||
<location>C:/Program Files/MiKTeX/tex/latex/tools/.tex</location> | ||
</link> | ||
</linkedResources> | ||
</projectDescription> |
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#Mon Feb 27 15:14:52 CET 2012 | ||
eclipse.preferences.version=1 | ||
encoding/<project>=UTF-8 |
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#TeXlipse project settings | ||
#Mon Feb 27 15:17:26 CET 2012 | ||
markTmpDer=true | ||
builderNum=2 | ||
outputDir= | ||
makeIndSty= | ||
bibrefDir= | ||
outputFormat=pdf | ||
tempDir= | ||
mainTexFile=header.tex | ||
outputFile=header.pdf | ||
langSpell= | ||
markDer=true | ||
srcDir= |
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# Header | ||
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Dieses Headerfile wird in allen ET-HSR Zusammenfassungen eingebunden. Es werden die wichtigsten Packages einbunden, das Layout festgelegt und einige Makros definiert. |
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% Genereller Header | ||
\documentclass[10pt,twoside,a4paper,fleqn]{article} | ||
% Dateiencoding | ||
\usepackage[utf8]{inputenc} | ||
% Seitenränder | ||
\usepackage[left=1cm,right=1cm,top=1cm,bottom=1cm,includeheadfoot]{geometry} | ||
% Sprachpaket | ||
\usepackage[ngerman]{babel,varioref} | ||
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% Pakete | ||
\usepackage{amssymb,amsmath,fancybox,graphicx,lastpage,wrapfig,fancyhdr,hyperref,verbatim,floatflt,multicol,multirow,rotating,pdflscape,array,longtable,listings} | ||
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% Zum Bilder einfach in Tabellen einfügen (valign=t) | ||
\usepackage[export]{adjustbox} | ||
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%%%%%%%%%%%%%%%%%%%% | ||
% Generelle Makros % | ||
%%%%%%%%%%%%%%%%%%%% | ||
\newcommand{\skript}[1]{$_{\textcolor{red}{\mbox{\small{Skript S.#1}}}}$} | ||
\newcommand{\verweis}[2]{\small{(siehe auch \ref{#1}, #2 (S. \pageref{#1}))}} | ||
\newcommand{\verweiskurz}[1]{(\small{siehe \ref{#1}\normalsize)}} | ||
\newcommand{\subsubadd}[1]{\textcolor{black}{\mbox{#1}}} | ||
\newcommand{\formelbuch}[1]{$_{\textcolor{red}{\mbox{\small{S#1}}}}$} | ||
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\newcommand{\kuchling}[1]{$_{\textcolor{red}{\mbox{\small{Kuchling #1}}}}$} | ||
\newcommand{\stoecker}[1]{$_{\textcolor{orange}{\mbox{\small{Stöcker #1}}}}$} | ||
\newcommand{\sachs}[1]{$_{\textcolor{blue}{\mbox{\small{Sachs S. #1}}}}$} | ||
\newcommand{\hartl}[1]{$_{\textcolor{green}{\mbox{\small{Hartl S. #1}}}}$} | ||
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\newcommand{\schaum}[1]{\tiny Schaum S. #1} | ||
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\newcommand{\skriptsection}[2]{\section{#1 {\tiny Skript S. #2}}} | ||
\newcommand{\skriptsubsection}[2]{\subsection{#1 {\tiny Skript S. #2}}} | ||
\newcommand{\skriptsubsubsection}[2]{\subsubsection{#1 {\tiny Skript S. #2}}} | ||
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\newcommand{\matlab}[1]{\footnotesize{(Matlab: \texttt{#1})}\normalsize{}} | ||
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%%%%%%%%%% | ||
% Farben % | ||
%%%%%%%%%% | ||
\usepackage{xcolor} | ||
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%%%%%%%%%%%%%%%%%%%%%%%%%%%% | ||
% Mathematische Operatoren % | ||
%%%%%%%%%%%%%%%%%%%%%%%%%%%% | ||
\DeclareMathOperator{\sinc}{sinc} | ||
\DeclareMathOperator{\sgn}{sgn} | ||
\DeclareMathOperator{\Real}{Re} | ||
\DeclareMathOperator{\Imag}{Im} | ||
%\DeclareMathOperator{\e}{e} | ||
\DeclareMathOperator{\cov}{cov} | ||
\DeclareMathOperator{\PolyGrad}{PolyGrad} | ||
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%Makro für 'd' von Integral- und Differentialgleichungen | ||
\newcommand*{\diff}{\mathop{}\!\mathrm{d}} | ||
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%%%%%%%%%%%%%%%%%%%%%%%%%%% | ||
% Fouriertransformationen % | ||
%%%%%%%%%%%%%%%%%%%%%%%%%%% | ||
\usepackage{trfsigns, trsym} | ||
%\unitlength1cm | ||
% Zeitbereich -- Frequenzbereich | ||
%\newcommand{\laplace} | ||
%{ | ||
%\begin{picture}(1,0.5) | ||
%\put(0.2,0.1){\circle{0.14}}\put(0.27,0.1){\line(1,0){0.5}}\put(0.77,0.1){\circle*{0.14}} | ||
%\end{picture} | ||
%} | ||
% Frequenzbereich -- Zeitbereich | ||
%\newcommand{\Laplace} | ||
%{ | ||
%\begin{picture}(1,0.5) | ||
%\put(0.2,0.1){\circle*{0.14}}\put(0.27,0.1){\line(1,0){0.45}}\put(0.77,0.1){\circle{0.14}} | ||
%\end{picture} | ||
%} | ||
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% Fouriertransformationen | ||
\unitlength1cm | ||
\newcommand{\FT} | ||
{ | ||
\begin{picture}(1,0.5) | ||
\put(0.2,0.1){\circle{0.14}}\put(0.27,0.1){\line(1,0){0.5}}\put(0.77,0.1){\circle*{0.14}} | ||
\end{picture} | ||
} | ||
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\newcommand{\IFT} | ||
{ | ||
\begin{picture}(1,0.5) | ||
\put(0.2,0.1){\circle*{0.14}}\put(0.27,0.1){\line(1,0){0.45}}\put(0.77,0.1){\circle{0.14}} | ||
\end{picture} | ||
} | ||
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%%%%%%%%%%%%%%%%%%%%%%%%%%%% | ||
% Allgemeine Einstellungen % | ||
%%%%%%%%%%%%%%%%%%%%%%%%%%%% | ||
%PDF Info | ||
\hypersetup{pdfauthor={\authorinfo},pdftitle={\titleinfo},colorlinks=false} | ||
\author{\authorinfo} | ||
\title{\titleinfo} | ||
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%%%%%%%%%%%%%%%%%%%%%%% | ||
% Kopf- und Fusszeile % | ||
%%%%%%%%%%%%%%%%%%%%%%% | ||
\pagestyle{fancy} | ||
\fancyhf{} | ||
%Linien oben und unten | ||
\renewcommand{\headrulewidth}{0.5pt} | ||
\renewcommand{\footrulewidth}{0.5pt} | ||
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\fancyhead[L]{\titleinfo{ }\tiny{(\versioninfo)}} | ||
%Kopfzeile rechts bzw. aussen | ||
\fancyhead[R]{Seite \thepage { }von \pageref{LastPage}} | ||
%Fusszeile links bzw. innen | ||
\fancyfoot[L]{\footnotesize{\authorinfo}} | ||
%Fusszeile rechts bzw. ausen | ||
\fancyfoot[R]{\footnotesize{\today}} | ||
%Lizenz CC-BY-NC-SA | ||
\input{header/lizenzen} | ||
\lizenz{cc-by-nc-sa}{small} | ||
%Einrücken verhindern versuchen | ||
\setlength{\parindent}{0pt} | ||
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% Zeilenhöhe Tabellen: | ||
\newcommand{\arraystretchOriginal}{1.5} | ||
\renewcommand{\arraystretch}{\arraystretchOriginal} | ||
|
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% Headerfile für die Einbindung einer Lizenzgrafik in den Footer | ||
% Verwendung: \lizenz{cc-by-nc-sa}{small} | ||
\newcommand{\lizenz}[2] | ||
{ | ||
\fancyfoot[C]{ | ||
\includegraphics[width=1.6cm]{./header/lizenzen/#1/#2.png} | ||
} | ||
} |
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\section{Idiotenseite} | ||
\input{idiotenseite/trigo/trigoInclude} | ||
\input{idiotenseite/elektrotechnik/elektrotechnikInclude} | ||
\input{idiotenseite/diverses/diversesInclude} | ||
|
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# Idiotenseite | ||
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Hier befinden sich alle nützlichen und unnützlichen Formeln, Kochrezepte und Bastelanleitungen. Das Repo kann als Sumbodule in Zusammenfassungen eingebunden werden. |
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\input{idiotenseite/diverses/subsections/diverses} | ||
\input{idiotenseite/diverses/subsections/Reihenentwicklung} | ||
\input{idiotenseite/diverses/subsections/kurven} | ||
%\input{idiotenseite/diverses/subsections/idiotenformel} | ||
\input{idiotenseite/diverses/subsections/sivorsaetze} | ||
\input{idiotenseite/diverses/subsections/pleite} | ||
\input{idiotenseite/diverses/subsections/unbestimmteIntegrale} | ||
\input{idiotenseite/diverses/subsections/Ableitungen} |
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%\begin{sidewaystable} | ||
\subsection{Ableitungen elementarer Funktionen\formelbuch{436}} | ||
\label{unbestimmte_integrale} | ||
\renewcommand{\arraystretchOriginal}{2.5} | ||
\begin{tabular}{|l|l||l|l|} | ||
\hline | ||
\textbf{Funktion} & \textbf{Ableitung} & \textbf{Funktion} & | ||
\textbf{Ableitung}\\\hline | ||
$C$ (Konstante) & 0 & $\sec x$ & $\dfrac{\sin x}{\cos^2 x}$ \\ | ||
$x$ & 1 & $\sec^{-1} x$ & $\dfrac{-\cos x}{\sin^2 x}$\\ | ||
$x^n$ ($n\in\mathbb{R}$) & $nx^{n-1}$ & $\arcsin x \quad (|x| < 1)$ & | ||
$\dfrac{1}{\sqrt{1-x^2}}$\\ | ||
$\dfrac{1}{x}$ & $-\dfrac{1}{x^2}$ & $\arccos x \quad (|x| < 1)$ & | ||
$-\dfrac{1}{\sqrt{1-x^2}}$\\ | ||
$\dfrac{1}{x^n}$ & $-\dfrac{n}{x^{n+1}}$ & $\arctan x$ & $\dfrac{1}{1+x^2}$\\ | ||
$\sqrt{x}$ & $\dfrac{1}{2\sqrt{x}}$ & arccot $x$ & $-\dfrac{1}{1+x^2}$\\ | ||
$\sqrt[n]{x}\quad (n\in\mathbb{R}, n \neq 0, x > 0)$ & | ||
$\dfrac{1}{n\sqrt[n]{x^{n-1}}}$ & arcsec $x$ & $\dfrac{1}{x\sqrt{x^2-1}}$\\ | ||
$\mathrm{e}^x$ & $\mathrm{e}^x$ & arcossec $x$ & $-\dfrac{1}{x\sqrt{x^2-1}}$\\ | ||
$\mathrm{e}^{bx}\quad (b\in\mathbb{R})$ & $b\mathrm{e}^{bx}$ & $\sinh x$ & | ||
$\cosh x$\\ | ||
$a^x\quad (a > 0)$ & $a^x\ln a$ & $\cosh x$ & $\sinh x$\\ | ||
$a^{bx}\quad (b\in\mathbb{R}, a > 0)$ & $ba^{bx}\ln a$ & $\tanh x$ & | ||
$\dfrac{1}{\cosh^2 x}$\\ | ||
$\ln x$ & $\dfrac{1}{x}$ & $\coth x \quad(x \neq 0)$ & $-\dfrac{1}{\sinh^2 x}$\\ | ||
$\log_a{x} \quad (a > 0, a \neq 1, x > 0)$ & | ||
$\dfrac{1}{x}\log_a{\mathrm{e}}=\dfrac{1}{x\ln a}$ & Arsinh $x$ & | ||
$\dfrac{1}{\sqrt{1+x^2}}$\\ | ||
$\lg x \quad (x > 0)$ & $\dfrac{1}{x}\lg \mathrm{e}\approx \dfrac{0.4343}{x}$ | ||
& Arcosh $x \quad (x > 1)$ & $\dfrac{1}{\sqrt{x^2-1}}$\\ | ||
$\sin x$ & $\cos x$ & Artanh $x \quad (|x| < 1)$ & $\dfrac{1}{1-x^2}$\\ | ||
$\cos x$ & $-\sin x$ & Arcoth $x \quad (|x| > 1)$ & $-\dfrac{1}{x^2-1}$\\ | ||
$\tan x \quad (x\neq(2k+1)\dfrac{\pi}{2}, k\in\mathbb{Z})$ & $\dfrac{1}{\cos^2 | ||
x}=\sec^2 x$ & $[f(x)]^n \quad (n\in\mathbb{R})$ & $n[f(x)]^{n-1}f'(x)$\\ | ||
$\cot x \quad (x\neq k\pi, k\in\mathbb{Z})$ & $\dfrac{-1}{\sin^2 x}=-cosec^2x$ & $\ln f(x) \quad (f(x)> 0)$ & $\dfrac{f'(x)}{f(x)}$\\ | ||
\hline | ||
\end{tabular} | ||
\renewcommand{\arraystretchOriginal}{1.5} | ||
%\end{sidewaystable} |
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\subsection{Reihenentwicklungen} | ||
\begin{tabular}{llll} | ||
\textbf{Geometrische Reihe} | ||
& $\sum\limits_{n=0}^{\infty} x^n$ | ||
& $= \dfrac{1}{1-x}$ | ||
& $|x| < 1$ \\ | ||
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& $\sum\limits_{k=0}^{\infty} k \, x^k$ & $= x \sum\limits_{k=1}^{\infty} k \, | ||
x^{k-1} = \dfrac{x}{(1-x)^2} $ | ||
& $x \neq 1$ \\ | ||
\textbf{Binominalreihe} | ||
& $\sum\limits_{n=0}^\infty \binom{\alpha}{n} x^n $ &$= (1+x)^\alpha$ | ||
& $x \in (-1,1)$ \\ | ||
\textbf{E-Funktion} | ||
& $\sum\limits_{k = 0}^{\infty} \dfrac{x^k}{k!}$ &$ = e^x$ | ||
& | ||
\end{tabular} |
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\subsection{Diverses} | ||
\begin{tabbing} | ||
xxxxxxxxxxxxxxxxxxxxxxxxxxxx \= xxxxxxxxxxxxxxxxxxxxxxxxxxxxxx \= \kill | ||
$f'(z) = \lim \limits_{\Delta z \rightarrow 0} \frac{f(z + \Delta z) - | ||
f(z)}{\Delta z}$ \> $(a + b)^n = \sum_{k=0}^{n} \binom n k a^{n-k} \cdot b^k$ \> | ||
$(a \pm b)^3 =a^3 \pm 3 a^{2} b + 3 a b^2 \pm b^3 $\\ \\ | ||
$x_{1,2} = \dfrac{-b \pm \sqrt{b^2 - 4ac}}{2a}$ \> $\binom n k = \dfrac{n!}{k! | ||
\cdot (n-k)!}$ \> $(a \pm b)^4 =a^4 \pm 4 a^{3} b + 6a^2b^2 \pm 4 a b^3 + | ||
b^4$\\ | ||
\end{tabbing} |
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\subsection{Idiotenformel} | ||
Wenn ihr wissen wollt was die Formel besagt dann kauft euch doch nächstes mal | ||
die Pro Version der Formelsammlung. Arme Schmarotzer und asoziale Personen | ||
dürfen gerne lange darüber Rätseln was das hier soll. Aber wer zu doof ist eine | ||
Formelsammlung ehrlich zu erwerben hat sowieso keine Chance. Haha.\\ | ||
$\frac{1}{F_{Siedlungsfl\ddot ache}}\cdot\int\limits_{\vec{x} \in | ||
Siedlungsfl\ddot ache} \frac{1}{\int\limits_{\vec{y}\in Siedlungsfl\ddot ache\ und \left|\vec{x}-\vec{y} \right|<BH}\vec{dy}} \int\limits_{\vec{y}\in Siedlungsfl\ddot ache\ und \left|\vec{x}-\vec{y} \right|<BH} \sqrt{\frac{2\cdot\left|\vec{x}-\vec{y}\right|}{1m}+1}-1\vec{dy}\vec{dx}\frac{DSE}{m^2}$ |
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\subsection{Kurven} | ||
\begin{multicols}{4} | ||
\subsubsection{e-Funktion} | ||
\includegraphics[width=4.5cm]{idiotenseite/images/Exp.png} | ||
\subsubsection{Sinus-Funktion} | ||
\includegraphics[width=4.5cm]{idiotenseite/images/sin.png} | ||
\subsubsection{Cosinus-Funktion} | ||
\includegraphics[width=4.5cm]{idiotenseite/images/cos.png} | ||
\subsubsection{Tangens-Funktion} | ||
\includegraphics[width=4.5cm]{idiotenseite/images/tan.png} | ||
\end{multicols} |
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\subsection{GrichischesAlphabet} | ||
\begin{multicols}{2} | ||
\subsubsection{klein} | ||
\begin{tabular}{ |l|l|l|l|l|l|l|l|} | ||
\hline | ||
$\alpha$&Alpha&$\theta$&Theta&o&o&$\tau$&Tau\\ | ||
\hline | ||
$\beta$&Beta&$\vartheta$&Theta&$\pi$&Pi&$\upsilon$&Ypsilon\\ | ||
\hline | ||
$\gamma$&Gamma&$\gamma$&Gamma&$\varpi$&Pi&$\phi$&Phi\\ | ||
\hline | ||
$\delta$&Delta&$\kappa$&Kappa&$\rho$&Roh&$\varphi$&Phi\\ | ||
\hline | ||
$\epsilon$&Epsilon&$\lambda$&Lambda&$\varrho$&Roh&$\chi$&Chi\\ | ||
\hline | ||
$\varepsilon$&Epsilon&$\mu$&Mu&$\sigma$&Sigma&$\psi$&Psi\\ | ||
\hline | ||
$\zeta$&Zeta&$\nu$&Nu&$\varsigma$&Sigma&$\omega$&Omega\\ | ||
\hline | ||
$\eta$&Eta&$\xi$&Xi&&&&\\ | ||
\hline | ||
\end{tabular} | ||
\columnbreak | ||
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\subsubsection{gross} | ||
\begin{tabular}{|l|l|l|l|l|l|l|l|} | ||
\hline | ||
$\Gamma$&Gamma&$\Lambda$&Lambda&$\Sigma$&Sigma&$\Psi$&Psi\\ | ||
\hline | ||
$\Delta$&Delta&$\Xi$&Xi&$\Upsilon$&Ypsilon&$\Omega$&Omega\\ | ||
\hline | ||
$\Theta$&Theta&$\Pi$&Pi&$\Phi$&Phi&&\\ | ||
\hline | ||
\end{tabular} | ||
\end{multicols} |
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\subsection{SI-Vorsätze} | ||
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\begin{multicols}{2} | ||
\begin{tabular}{|l|l|l|l|} | ||
\hline | ||
\textbf{Symbol} & \textbf{Name} & \textbf{Wert} & \textbf{Binär} \\ | ||
\hline | ||
da & Deka & $10^1$ & \\ | ||
\hline | ||
h & Hekto & $10^2$ & \\ | ||
\hline | ||
k & Kilo & $10^3$ & $2^{10} = 1024$ \\ | ||
\hline | ||
M & Mega & $10^6$ & $2^{20}$\\ | ||
\hline | ||
G & Giga & $10^9$ & $2^{30}$\\ | ||
\hline | ||
T & Tera & $10^{12}$ & $2^{40}$ \\ | ||
\hline | ||
P & Peta & $10^{15}$ & $2^{50}$\\ | ||
\hline | ||
\end{tabular} | ||
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\columnbreak | ||
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\begin{tabular}{|l|l|l|} | ||
\hline | ||
\textbf{Symbol} & \textbf{Name} & \textbf{Wert} \\ | ||
\hline | ||
d & Dezi & $10^{-1}$ \\ | ||
\hline | ||
c & Centi & $10^{-2}$ \\ | ||
\hline | ||
m & Milli & $10^{-3}$ \\ | ||
\hline | ||
y, $\mu$ & Mikro & $10^{-6}$ \\ | ||
\hline | ||
n & Nano & $10^{-9}$ \\ | ||
\hline | ||
p & Piko & $10^{-12}$ \\ | ||
\hline | ||
f & Femto & $10^{-15}$ \\ | ||
\hline | ||
\end{tabular} | ||
\end{multicols} |
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