From 299f1ba3d130ee77a498bc2b9b58906b8860cfe5 Mon Sep 17 00:00:00 2001 From: Robin Clark Date: Sat, 28 Jan 2012 09:59:24 +0000 Subject: [PATCH] Google scholar is brilliant ! --- old_thesis/opamp_circuits_C_GARRETT/opamps.tex | 10 +++++----- .../Performing FMEA Using Ontologies.pdf | Bin 0 -> 690489 bytes 2 files changed, 5 insertions(+), 5 deletions(-) create mode 100644 related_papers_books/Performing FMEA Using Ontologies.pdf diff --git a/old_thesis/opamp_circuits_C_GARRETT/opamps.tex b/old_thesis/opamp_circuits_C_GARRETT/opamps.tex index 41a2ad0..c48fa7a 100644 --- a/old_thesis/opamp_circuits_C_GARRETT/opamps.tex +++ b/old_thesis/opamp_circuits_C_GARRETT/opamps.tex @@ -50,7 +50,7 @@ These are examples of the FMMD methodology being applied to some standard electr \clearpage \pagenumbering{arabic} \section{Basic Concepts Of FMMD} -The idea behind FMMD is to modularise, from the bottom-up, traditional FMEA techniques. +The idea behind FMMD is to modularise, from the bottom-up, failure mode effects analysis. Traditional FMEA takes part failure modes and then determines what effect each of these failure modes could have on the system under investigation. It is worth defining clearly the term part here. @@ -1455,7 +1455,7 @@ The reduce the complexity required to analyse this circuit we apply FMMD and sta We identify three types functional groups, an inverting amplifier (analysed in section~\ref{fig:invamp}), a 45 degree phase shifter (a {$10k\Omega$} resistor and a $10nF$ capacitor) and a non-inverting buffer amplifier. We can name these $INVAMP$, $PHS45$ and $NIBUFF$ respectively. -We can use these {\fgs} to describe the circuit in block diagram form, see figure ~\ref{fig:bubbablock}. +We can use these {\fgs} to describe the circuit in block diagram form with arrows indicating the signal path, in figure~\ref{fig:bubbablock}. \begin{figure}[h] \centering @@ -1480,7 +1480,7 @@ $$ fm(INVAMP) = \{ OUT OF RANGE, ZERO OUTPUT, NO GAIN, LOW PASS \} $$ This consists of a resistor and a capacitor. We already have failure mode models for these components -- $ fm(R) = \{OPEN, SHORT\}$, $fm(C) = \{OPEN, SHORT\}$ -- we now need to see how these failure modes would affect the phase shifter. Note that the circuit here -is idential to the low pass filter in structure (see \ref{sec:lp}), but its intended use is different. +is identical to the low pass filter in circuit topology (see \ref{sec:lp}), but its intended use is different. We have to analyse this circuit from the perspective of it being a {\em phase~shifter} not a {\em low~pass~filter}. @@ -1508,8 +1508,8 @@ $$ fm (PHS45) = \{ 90\_phaseshift, nosignal, 0\_phaseshift \} $$ \subsection{Non Inverting Buffer: NIBUFF.} -The non-inverting buffer functional group, is comrised of one component, an op-amp. -We use the failure modes for an op-amp to represent this group. +The non-inverting buffer functional group, is comprised of one component, an op-amp. +We use the failure modes for an op-amp~\cite[mil1991}[p. to represent this group. % GARK $$ fm(NIBUFF) = fm(OPAMP) = \{L\_{up}, L\_{dn}, Noop, L\_slew \} $$ diff --git a/related_papers_books/Performing FMEA Using Ontologies.pdf b/related_papers_books/Performing FMEA Using Ontologies.pdf new file mode 100644 index 0000000000000000000000000000000000000000..9e4d213b9b59661b6c6b47c6eff71ab8f50fbe73 GIT binary patch literal 690489 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