BSI PD CLC IEC/TR 63161:2024
$198.66
Assignment of safety integrity requirements. Basic rationale
Published By | Publication Date | Number of Pages |
BSI | 2024 | 52 |
PDF Catalog
PDF Pages | PDF Title |
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2 | undefined |
4 | European foreword Endorsement notice |
5 | Annex ZA (normative) Normative references to international publications with their corresponding European publications |
6 | CONTENTS |
8 | FOREWORD |
10 | INTRODUCTION |
11 | 1 Scope 2 Normative references 3 Terms and definitions |
14 | 4 Risk based quantitative approach 4.1 General 4.2 Sequence of steps in functional safety assignment |
16 | 4.3 Reference information 4.3.1 General Figures Figure 1 – Sequence of steps in functional safety assignment |
17 | 4.3.2 Accident scenario 4.3.3 Hazard zone 4.3.4 Severity of harm |
18 | 4.3.5 Safety control function 5 Quantified parameters of a functional safety assignment 5.1 General 5.2 Parameter types 5.2.1 General 5.2.2 Probability 5.2.3 Event rate |
19 | 5.3 Probability of occurrence of harm 5.4 Quantification of risk 5.5 Target failure measure |
20 | 5.6 Probability of occurrence of a hazardous event – Pr |
21 | 5.7 Exposure parameter – Fr |
22 | 5.8 Probability of avoiding or limiting harm – Av 5.8.1 General 5.8.2 Vulnerability (V) |
23 | 5.8.3 Avoidability (A) 5.9 Demand types and related event rates 5.9.1 Event classes |
24 | 5.9.2 Demand and demand rate 5.9.3 Initiating events and rate of initiating events IR |
25 | 5.9.4 Safety demands and safety demand rate DR |
26 | 5.9.5 Tolerable risk limit – Parameter L(S) Figure 2 – Protection layers, event rates and their relation |
27 | 5.10 Additional parameters |
28 | Table 1 – Parameters overview |
29 | 6 General principle of functional safety assignment 6.1 Basics 6.1.1 Applicability to complete functions 6.1.2 Risk relation 6.1.3 Logical independence of parameters 6.2 High demand or continuous mode of operation |
30 | 6.3 Low demand mode of operation |
31 | 7 Assignment of the demand mode 7.1 Demand mode – General |
33 | Figure 3 – Hazard rate according to the Henley / Kumamoto equation |
34 | 7.2 Assignment criteria 8 Relation to ISO 12100 |
35 | 9 Tools for functional safety assignment 9.1 General Figure 4 – Elements of risk according to ISO 12100 |
36 | 9.2 Selection of independent parameters 9.3 Logarithmizing parameters 9.4 Discretization of parameters |
37 | 9.5 Parameter scores Figure 5 – Discretization of parameters |
38 | 9.6 Scoring methods in strict sense |
39 | Annex A (informative)Examples of SIL assignment tools numerical analysis A.1 General A.2 Assignment of score values to parameter entries |
40 | A.3 Extraction of tolerable risk limits |
41 | Figure A.1 – Extraction of tolerable risk limits |
42 | A.4 Risk matrix of IEC 62061 Figure A.2 – Risk matrix based on IEC 62061 |
43 | Figure A.3 – Maximum allowable PFH as function of the score sumfor the different severity levels |
44 | Figure A.4 – Representation by a continuous numerical interpolation |
45 | A.5 Risk graph of ISO 13849 Figure A.5 – Risk graph of ISO 13849-1 |
46 | Table A.1 – Relation between PLs and ranges in PFH |
47 | A.6 Risk graphs for low demand mode of operation Figure A.6 – Interpolation per severity level |
48 | Figure A.7 – Risk graph for low demand mode of operation |
49 | Figure A.8 – Risk graph for low demand mode of operation –from Figure 7 of VDMA 4315-1 |
50 | Bibliography |