tidying up metrics chapter....
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\label{sec:chap1}
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%\paragraph{Abstract} % : The Scope of this study.}{
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{
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@ -2,7 +2,22 @@
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\section{Historical Origins of FMEA}
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\subsection{FMEA designed for simple electro-mechanical systems}
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So its old and prob out of date
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\subsection{FMEA does not support modularity.}
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It is a common practise in industry to buy in sub-systems, especially sensors.
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Most sensor systems now are `smart', that is to say, they contain programatic elemnts
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even if they supply analog signals. For instance a liquid level sensor that
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supplies a {\ft} output, would have been typically have been implemented
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in analog electronics before the 1980s. After that time, it would be common to use a micro-processor
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based system to perform the functions of reading the sensor and converting it to a current (\ft) output.
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For the non-safety critical systems integrator this brings with it the advantages
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that come with using a digital system (increased accuracy, self checking and ease of
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calibration etc). For a safety critical systems integrator this can be very problematic when it
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comes to approvals. Even if the sensor manufacturer will let you see the internal workings and software
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we have a problem with tracing the FMEA reasoning through the sensor, through the sensors software
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and then though the system being integrated.
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This problem is compounded by the fact that traditional FMEA cannot integrate software into FMEA models~\cite{sfmea,safeware}.
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\section{Reasoning Distance}
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\section{Comparison Complexity}
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@ -2,7 +2,26 @@
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\section*{Metrics}
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%
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It begins be defining a metric for the complexity of an FMEA analysis task.
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%
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This concept is called `comparisson~complexity' and is a means to assess FMMD against current FMEA methodologies.
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%
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This metric is developed formally and then formulae are presented for comparing the
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complexity of using modularised or straightforward FMEA.
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%
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These formulae are then used for a hypothetical example, analysed by FMEA and FMMD.
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FMMD makes the claim that it can perform double simultaneous failure mode analysis without an undue
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state explosion drawback.
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To back this up, an example of double failure analysis is provided, using single and double
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failure analysis, using the four wire Pt100
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temperature measurement sensor circuit. This example is also used to show how component failure rate statistics can be
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used with FMMD.
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This is followed by some critiques i.e. possible areas of difficulty when performing FMMD, and then
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a general evaluation. % comparing it with traditional FMEA.
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%
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% Moving Pt100 to metrics
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@ -19,7 +38,9 @@
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% DOMAIN == INPUTS
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% RANGE == OUTPUTS
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%
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When we hear of a safety critical system we typically think of it in terms of
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the physical plant---or in terms of its safety functionality.
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%
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When performing FMEA we consider the system under investigation
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to be a collection of components which have associated failure modes.
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%
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@ -28,8 +49,8 @@ We apply reasoning to calculate, using the failure modes, the effects
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%from these failure modes (the causes, {\fms} of {\bcs}) to the effects
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(or symptoms of failure) at the top level.
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%
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We can view FMEA as a process, taking each component in the system and for all its failure modes
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applying analysis.
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We can view FMEA as a process, taking each component in the system and for each of its failure modes
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applying analysis with respect to the whole system.
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%
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This however entails a problem: which other components in the system must we
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check against the %current failure mode.
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@ -64,13 +85,16 @@ against all the components in the system.
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This would mean we would be looking for all possible side effects that a base component failure could cause.
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%
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We could term this `rigorous~FMEA'~(RFMEA).
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The number of checks we have to make to achieve this, gives an indication of the complexity of the task.
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This is described in section~\ref{sec:rd}, where the reasoning distance, or complexity to
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analyse a single FMEA failure scenario, is given in equation~\ref{eqn:complexity}.
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The number of checks we have to make to achieve this, gives an indication of the complexity of the analysis task.
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%
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%This is described in section~\ref{sec:rd}, where the reasoning distance, or complexity to
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%analyse a single FMEA failure scenario, is given in equation~\ref{eqn:complexity}.
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%
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%
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We term this `comparison~complexity', the number of
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paths between failure modes and components necessary to achieve RFMEA for a given system/{\fg}.
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It is desirable to be able to measure the complexity of an analysis task.
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%
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We term this `comparison~complexity', count the number of
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paths between failure modes and components necessary to achieve RFMEA for a given system or {\fg}.
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% (except its self of course, that component is already considered to be in a failed state!).
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%
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