ARRRGGGGHHH tikz with a spelling mistake,
errors are so difficult to find
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@ -403,7 +403,7 @@ we can assign the failure modes of $OPEN$ and $SHORT$ to each of the resistors.
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This is shown as a graph in figure \ref{fig:rdag}.
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%\ifthenelse {\boolean{dag}}
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{
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%{
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We can now represent a resistor in terms of its failure modes as a directed acyclic graph (DAG)
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(see figure \ref{fig:rdag}).
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\begin{figure}[h+]
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@ -424,7 +424,7 @@ We can now represent a resistor in terms of its failure modes as a directed acyc
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\caption{DAG representing a reistor and its failure modes}
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\label{fig:rdag}
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\end{figure}
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}
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%}
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%{
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%}
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Thus or the potential divider in the circuit in figure~\ref{fig:pd},
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@ -432,59 +432,17 @@ $R1$ has failure modes $\{R1\_OPEN, R1\_SHORT\}$ and $R2$ has failure modes $\{R
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%\clearpage
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\section{Failure Mode Analysis of the Potential Divider}
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\paragraph{Failure Mode Analysis of the Potential Divider}
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%\ifthenelse {\boolean{dag}}
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{
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%{
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Modelling the two resistors as a functional group, we present this as a directed graph.
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%failure modes, taken from the components R1 and R2,
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%in the potential divider, shown
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in figure \ref{fig:fg1dag}.
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\begin{figure}
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\centering
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\begin{tikzpicture}[shorten >=1pt,->,draw=black!50, node distance=\layersep]
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\tikzstyle{every pin edge}=[<-,shorten <=1pt]
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\tikzstyle{fmmde}=[circle,fill=black!25,minimum size=30pt,inner sep=0pt]
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\tikzstyle{component}=[fmmde, fill=green!50];
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\tikzstyle{failure}=[fmmde, fill=red!50];
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\tikzstyle{symptom}=[fmmde, fill=blue!50];
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\tikzstyle{annot} = [text width=4em, text centered]
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\node[component] (R1) at (0,-4) {$R_1$};
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\node[component] (R2) at (0,-6) {$R_2$};
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\node[failure] (R1SHORT) at (\layersep,-2) {$R1_{SHORT}$};
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\node[failure] (R1OPEN) at (\layersep,-4) {$R1_{OPEN}$};
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\node[failure] (R2SHORT) at (\layersep,-6) {$R2_{SHORT}$};
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\node[failure] (R2OPEN) at (\layersep,-8) {$R2_{OPEN}$};
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\path (R1) edge (R1SHORT);
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\path (R1) edge (R1OPEN);
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\path (R2) edge (R2SHORT);
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\path (R2) edge (R2OPEN);
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% Potential divider failure modes
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%
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%\node[symptom] (PDHIGH) at (\layersep*2,-4) {$PD_{HIGH}$};
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%\node[symptom] (PDLOW) at (\layersep*2,-6) {$PD_{LOW}$};
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%\path (R1OPEN) edge (PDHIGH);
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%\path (R2SHORT) edge (PDHIGH);
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%\path (R2OPEN) edge (PDLOW);
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%\path (R1SHORT) edge (PDLOW);
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\end{tikzpicture}
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\caption{DAG representing the functional group `Potential Divider'}
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\label{fig:fg1dag}
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\end{figure}
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}
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%{
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%}
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We can now look at each of these base component failure modes,
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and determine how they will affect the operation of the potential divider.
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@ -521,7 +479,7 @@ This is represented in the DAG in figure \ref{fig:fg1adag}.
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\tikzstyle{every pin edge}=[<-,shorten <=1pt]
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\tikzstyle{fmmde}=[circle,fill=black!25,minimum size=30pt,inner sep=0pt]
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\tikzstyle{component}=[fmmde, fill=green!50];
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\tikzstyle{faitinylure}=[fmmde, fill=red!50];
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\tikzstyle{failure}=[fmmde, fill=red!50];
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\tikzstyle{symptom}=[fmmde, fill=blue!50];
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\tikzstyle{annot} = [text width=4em, text centered]
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