Guidance for Use of CSM Recommendation - ERA - Europa
Guidance for Use of CSM Recommendation - ERA - Europa
Guidance for Use of CSM Recommendation - ERA - Europa
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European Railway Agency<br />
Collection <strong>of</strong> examples <strong>of</strong> risk assessments and <strong>of</strong> some possible tools<br />
supporting the <strong>CSM</strong> Regulation<br />
<br />
A.3.5.8. An example <strong>of</strong> application <strong>of</strong> the RAC-TS is provided in section C.15. <strong>of</strong> Appendix C.<br />
A.3.6.<br />
A.3.6.1.<br />
A.3.6.2.<br />
A.3.6.3.<br />
Application examples <strong>for</strong> RAC-TS<br />
Introduction<br />
(a) this chapter shows examples how to determine the failure rate <strong>for</strong> the other hazard<br />
severities and how lower safety requirements than 10 -9 h -1 can be derived. This<br />
document does not prefer nor mandates any particular method. It only shows <strong>for</strong><br />
in<strong>for</strong>mation how the RAC-TS can be used to calibrate some widely used methods. It<br />
needs to be developed further in the Agency work on broadly acceptable risks and risk<br />
acceptance criteria.<br />
(b) indeed, the RAC-TS may be applied directly only to a small number <strong>of</strong> cases as in<br />
practice, not many functional failures <strong>of</strong> technical systems lead directly to accidents with<br />
potentially catastrophic consequences. There<strong>for</strong>e, in order to apply the criterion to<br />
hazards with non-catastrophic consequences and to determine the target failure rate, it<br />
is possible to per<strong>for</strong>m trade-<strong>of</strong>fs (e.g. by calibrating a risk matrix by this criterion)<br />
between different parameters, e.g. severity vs. frequency.<br />
Example 1: Direct Risk Trade-<strong>of</strong>f<br />
(a) the RAC-TS can be applied easily to scenarios which differ only by a few independent<br />
parameters from the reference conditions defined in the RAC-TS in section 2.5.4. <strong>of</strong> the<br />
<strong>CSM</strong> Regulation {Ref. 3};<br />
(b) assume that <strong>for</strong> a particular parameter p the relationship with risk is multiplicative.<br />
Assume that in the reference condition p* is present while in the alternative scenario p‗<br />
is applicable. In this case only the parameter ratio p*/p‘ is relevant and the rate <strong>of</strong><br />
occurrence may be reduced. This procedure may be iterated if the parameters are<br />
independent.<br />
(c) Example:<br />
(1) assume that the actual potential <strong>of</strong> the catastrophic consequence has been<br />
assessed by expert judgment to be ten times less than the potential under<br />
reference conditions in section 2.5.4 <strong>of</strong> the <strong>CSM</strong> Regulation {Ref. 3}. Then the<br />
requirement would be 10 -8 h -1 instead <strong>of</strong> 10 -9 h -1 .<br />
(2) assume an additional safety barrier by another technical system (independent <strong>of</strong><br />
the consequences), which is effective in 50% <strong>of</strong> cases, is identified;<br />
(3) then the safety requirement would be 5*10 -7 h -1 (i.e. 0.5*10 -8 h -1 ) instead <strong>of</strong> 10 -9 h -1 .<br />
Example 2: Risk Matrix Calibration<br />
(a) in order to use properly the RAC-TS in a risk matrix, the matrix has to relate to the<br />
correct system level (comparable to that provided in section A.3.5. in Appendix A).<br />
(b) the RAC-TS defines one field in the risk matrix as tolerable which corresponds to the<br />
coordinate (catastrophic severity; 10 -9 h -1 frequency <strong>of</strong> occurrence): see red field in<br />
Table 5. All fields that relate to a higher frequency have to be labelled "intolerable". It is<br />
to note that only in case <strong>of</strong> credible direct potential <strong>for</strong> a catastrophic consequence the<br />
frequency <strong>of</strong> accidents is the same as the functional failure frequency.<br />
(c) then the rest <strong>of</strong> the matrix can be filled out, but effects like risk aversion or scaling <strong>of</strong> the<br />
categories have to be taken into account. In the simplest case <strong>of</strong> linear decadal scaling<br />
(as shown in the Table 5 by the arrow) the field that way labelled "acceptable" by the<br />
RAC-TS is extrapolated in a linear way to the rest <strong>of</strong> the matrix. This means that all<br />
fields in the same diagonal (or below the diagonal) are also labelled "acceptable". The<br />
fields below can also be labelled "acceptable".<br />
<br />
Reference: <strong>ERA</strong>/GUI/02-2008/SAF Version: 1.1 Page 66 <strong>of</strong> 105<br />
File Name: Collection_<strong>of</strong>_RA_Ex_and_some_tools_<strong>for</strong>_<strong>CSM</strong>_V1.1.doc<br />
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