From d33bbb8a22fbc888dd01bffc94dce861274f5af9 Mon Sep 17 00:00:00 2001 From: Robin Date: Sat, 26 Jun 2010 14:43:12 +0100 Subject: [PATCH] editing fmmdset and using FG and C instead of modules and derived sets etc --- fmmdset/fmmdh.dia | Bin 3301 -> 3342 bytes fmmdset/fmmdh.jpg | Bin 0 -> 35315 bytes fmmdset/fmmdset.tex | 86 +++++++++++++++++++++++++++-------- fmmdset/millivolt_sensor.dia | Bin 3504 -> 5582 bytes fmmdset/millivolt_sensor.jpg | Bin 0 -> 58957 bytes fmmdset/mvsblock.dia | Bin 1486 -> 1541 bytes fmmdset/mvsblock.jpg | Bin 0 -> 13751 bytes fmmdset/onestage.dia | Bin 1530 -> 1565 bytes fmmdset/onestage.jpg | Bin 7795 -> 7883 bytes 9 files changed, 67 insertions(+), 19 deletions(-) create mode 100644 fmmdset/fmmdh.jpg create mode 100644 fmmdset/millivolt_sensor.jpg create mode 100644 fmmdset/mvsblock.jpg diff --git a/fmmdset/fmmdh.dia b/fmmdset/fmmdh.dia index 63e8c316a5b3eeb555402b5a9fc485f43c2a59f7..3069e7d6874ede7d98188a1b015b84021e9c6370 100644 GIT binary patch literal 3342 zcmV+p4e|0HiwFP!000021MOW~Z{s!=e$THEJTJR|tMGnlnklBcn0A3KHb7@z8_2fe zcq>bRtRxc@yT5%&N{(Y&vOSWh85#^QgV>>UMET=)EEZd zf;gRKvqd_;9{u~%$M3}G$M+XM%ofr2>fbz%mVx?2y3((%NB2eX@crfG^Ye3x7_Q>W|3yg>U8+HsqxTm<@b&_;sEG7?)w@wqi~sX^)d{ksq3U3p8@8=Gs@-DsnbVj1Q0MY=CXJ)5L_5GWJ~ zA@wk*6cTX4;rf|;xwy%&;*w#-<->|wtZpB&yvURrPLySjN8juO`}9X z?9jA2%;IiQ6xosczl)O9DHAB)eqC)}x^n0FVs?1pZjETT%JX7Y+~0n-^tj5azgW8Z z(_*!lByru{FVdp7%fIw<`Q2~Fu=nQU9nnx;tx-M9L`-A)AvCi`0v zrL!oX1>Xgq;?KqCjS(^m7PITozrgm>+MS=enj*rz$MukHFa<(L#|W$ccb~#Ohct

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enitities} Each component $C$ is a set of failure modes for the component. We can define a function $FM$ that returns the -set of failure modes $S$ for the component. +set of failure modes $F$ for the component $C$. + +Let the set of all possible components be $\mathcal{C}$ +and let the set of all possible failure modes be $\mathcal{F}$. + +We can define a function $FM$ + +\begin{equation} +FM : \mathcal{C} \mapsto \mathcal{P}\mathcal{F} +\end{equation} + +defined by, where C is a component and F is a set of failure modes. + +$$ FM ( C ) = F $$ + %$$ \mathcal{FM}(C) \rightarrow S $$ -$$ {FM}(C) \rightarrow S $$ +%$$ {FM}(C) \rightarrow S $$ We can indicate the abstraction level of a component by using a superscript. Thus for the component $C$, where it is a `base component' we can asign it @@ -223,7 +237,7 @@ We can represent this analysis process in a diagram see figure \ref{fig:onestage \begin{figure}[h] \centering - \includegraphics[width=400pt,bb=0 0 555 520,keepaspectratio=true]{fmmdset/fmmdh.png} + \includegraphics[width=400pt,bb=0 0 555 520,keepaspectratio=true]{fmmdset/fmmdh.jpg} % fmmdh.png: 555x520 pixel, 72dpi, 19.58x18.34 cm, bb=0 0 555 520 \caption{FMMD Example Hierarchy} \label{fig:fmmdh} @@ -235,15 +249,20 @@ We can represent this analysis process in a diagram see figure \ref{fig:onestage Figure \ref{fig:fmmdh} shows a hierarchy of failure mode de-composition. It can be seen that the derived fault~mode sets are higher level abstractions of the fault behaviour of the modules. -We can take this one stage further by combining the $D^{1}_{N}$ sets to form modules. These -$M^2_{N}$ fault mode collections can be used to create $D^3_{N}$ derived fault~modes sets and so on. +We can take this one stage further by combining the derived component $C^{1}_{N}$ sets to form functional~groups. These +$FG^2_{N}$ functional~groups can be used to create $C^3_{N}$ derived components and so on. At the top of the hierarchy, there will be one final (where $t$ is the -top level) set $D^{t}_{N}$ of abstract fault modes. The causes for these -system level fault~modes will be traceable down to part fault modes. +top level) component $C^{t}_{N}$ and {\em its fault modes, are the failure modes of the SYSTEM}. The causes for these +system level fault~modes will be traceable down to part fault modes, traversing the tree +through the lower level functional groups and components. +each SYSTEM level fault may have a number of paths through the +tree to different low level of base component failure modes. +In FTA terminology, these paths through the tree are called `minimal cut sets'. A hierarchy of levels of faults becoming more abstract at each level should converge to a small sub-set of system level errors. + This thinning out of the number of system level errors is borne out in practise; real time control systems often have a small number of major reportable faults (typically $ < 50$), even though they may have accompanying diagnostic data. @@ -287,6 +306,13 @@ Also this means that we may need dummy modules so as not to violate jumping up t %% CASE STUDY BEGIN \subsection{Case Study FMMD Hierarchy:\\ Simple RS-232 voltage reader} +\begin{figure}[h] + \centering + \includegraphics[width=340pt,bb=0 0 532 192,keepaspectratio=true]{./mvsblock.jpg} + % mvsblock.png: 532x192 pixel, 72dpi, 18.77x6.77 cm, bb=0 0 532 192 + \caption{Milli-Volt Sensor Block Diagram} + \label{fig:mvsblock} +\end{figure} %%% This is the tikz picture ??/ @@ -300,13 +326,13 @@ Also this means that we may need dummy modules so as not to violate jumping up t %\end{figure} % Consider a simple electronic system, that provides say two milli-volt amplifiers -which passes the values onward via serial link - RS232. This is simple in concept, plug in a +which passes the values onward via serial link - RS232 (see figure \ref{fig:mvsblock}). This is simple in concept, plug in a computer, run a terminal program, and the instrument will report the milli volt readings in ASCII with any error messages. % in CRC checksum protected packets. -It is interesting to look at one of `functional groups'. The milli-volt amplifiers are a good example. +It is interesting to look at one of `functional~groups'. The milli-volt amplifiers are a good example. These can be analysed by taking a functional~group, the components surrounding the op-amp, a few resistors to determine offset and gain, a safety resistor, and perhaps some smoothing capacitors. @@ -327,12 +353,22 @@ via the RS232 serial line. \begin{figure}[h] \centering - \includegraphics[width=400pt,bb=0 0 749 507,keepaspectratio=true]{fmmdset/millivolt_sensor.png} - % millivolt_sensor.png: 749x507 pixel, 72dpi, 26.42x17.89 cm, bb=0 0 749 507 - \caption{Hierarchial Module Diagram : Millivolt Sensor Example} - \label{fig:mvs} + \includegraphics[width=400pt,bb=0 0 783 638,keepaspectratio=true]{./millivolt_sensor.jpg} + % millivolt_sensor.jpg: 783x638 pixel, 72dpi, 27.62x22.51 cm, bb=0 0 783 638 + \caption{FMMD Hierarchy: Milli-volt sensor Example} + \label{fig:vs} \end{figure} + +% +% \begin{figure}[h] +% \centering +% \includegraphics[width=400pt,bb=0 0 749 507,keepaspectratio=true]{fmmdset/millivolt_sensor.png} +% % millivolt_sensor.png: 749x507 pixel, 72dpi, 26.42x17.89 cm, bb=0 0 749 507 +% \caption{Hierarchial Module Diagram : Millivolt Sensor Example} +% \label{fig:mvs} +% \end{figure} + This has a number of obvious functional~groups, the PCB power supply, the milli-volt amplifiers, the analog to digital conversion circuitry, the micro processor and the UART (serial link - RS232 transceiver). It would make sense when analysing this system to take each one of these functional~groups in turn and examine them closely. @@ -401,13 +437,25 @@ a `CHANNEL\_1' input fault. %\end{list} \end{description} - - - - Thus we have looked at a single part fault and analysed its effect from the bottom up on the system as a whole, going up through the abstraction layers. +\subsection{Natural Fault finding} + +Suppose that we were handed one of these `dual milli-volt' sensors and told that it had a ``Channel 1'' +fault and asked to trouble shoot and hopefully fix it. +The natural process would be to work from the top down. +First of all we would look at perhaps a circuit schematic. +We might, not beliving the operator that the equipment is actually faulty, feed in a known and valid milli-volt signal into the input. +On verifying it was actually faulty, +we could then find the ADC port pins used to make the reading, and measure a voltage on them. +We would find that the voltage was indeed out of range and our attention would turn to +the circuitry between the input milli-volt signal and the ADC/Microcontroller. +On examining this we would probably measure the in circuit resistances +and discover the faulty resistor. +With the natural fault finding process, we have narrowed down until we come to +the faulty component. FMMD analysis works from the bottom~up, and this is +because it must cover all component failure modes. %% %% END CASE STUDY %% @@ -465,8 +513,8 @@ This is commponly referred to as a multi-channel safety critical system. Where there are 2 channels and one arbiter, the term 1oo2 is used (one out of two). The Ericsson AXE telephone exchange hardware is a 1oo2 system, and the arbiter (the AMD) can detect and switch control within on processor instruction. Should a hardware error -be detected,\footnote{or in a test plant environment more likely someone coming along and `borrowing' a cpu board from -your working exchange} the processor will side to the redundant side without breaking any telephone calls +be detected,\footnote{Or in a test plant environment, more likely someone coming along and `borrowing' a cpu board from +your working exchange} the processor will switch to the redundant side without breaking any telephone calls or any being set up. 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