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1 SKJ©DNV Cost Effectiveness of Hull Girder Safety Rolf Skjong & EM Bitner-Gregersen Det Norske Veritas OMAE, Oslo, June 24-28, 2002
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2 SKJ©DNV Content Acceptance criteria in Structural Reliability Analysis Acceptance Criteria in Formal Safety Assessment Common Criteria? Application to Hull Girder Strength Conclusion
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3 SKJ©DNV Traditional Approach - SRA Typical Example:DNV Classification Note 30.6 (1992) on Structural Reliability Analysis of Maritime Structures SRA is Bayesian theory Explains why SRA does not produce Probabilities with a frequency interpretation –No gross error –Epistemic uncertainty & model uncertainties included –SRA talk of “notional” reliabilities
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4 SKJ©DNV Traditional Approach - SRA Target should depend on consequence Calibration against known cases (that are acceptable good/best practices in the industry) Calibration against similar cases with similar consequences Based on accepted decision analysis techniques Based on tabular values (presented as a last resort)
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5 SKJ©DNV Traditional Approach - SRA Based on tabular values (presented as a last resort)
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6 SKJ©DNV Traditional Approach - RA Quantitative risk assessment is the basis for regulations in many industries –PSA/PRA - Nuclear –Hazardous Industries (Seveso I/II) –Offshore (Safety Case) –Shipping (FSA) –Etc.
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7 SKJ©DNV Risk Assessment Two uses of Risk assessment Use as a basis for receiving and maintaining a licence to operate (the plant, platform etc.) –Safety Case Use as a basis for implementing risk reducing measures for “populations (all cars, all ships, all planes etc.) –Formal Safety Assessment
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8 SKJ©DNV Traditional Approach - QRA Present Risk Results in terms of –Individual Risk (Fatalities) –Individual Risk (Health and Injuries) –Societal Risk (Group Risk) –Environmental Risk –Economic risk (not necessarily a regulatory issue)
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9 SKJ©DNV Traditional Approach - RA Example Individual risk
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10 SKJ©DNV Traditional Approach - QRA Example Societal Risk
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11 SKJ©DNV Traditional Approach - QRA Low Risk High Risk Intolerable ALARP Negligible Not acceptable Acceptable Acceptable if made ALARP
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12 SKJ©DNV Traditional Approach - QRA The As Low As Reasonably Practicable Area implies that cost effectiveness assessment may be used Risk is made As Low As Reasonably Practicable, when all cost effective safety measures have been implemented Implies that a decision criteria for cost effectiveness will be required It seems to be accepted at IMO that most ship types are in the ALARP area but not ALARP Cost Effectiveness will be the only criteria
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13 SKJ©DNV Common Criteria Cost effectiveness criteria is easy to use, both for SRA and FSA studies Advantage to SRA: Only change in risk is used in the decision process, not the absolute numbers Criteria to use: $ 1.5 - $ 3.0 million Decision at MSC 76 in December 2002
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14 SKJ©DNV Previous IMO decisions Example from IMO: UN Organisation for maritime safety and environmental protection regulations
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15 SKJ©DNV Previous decision By reallocation 40.000 lives could be saved annually in the US $ 42.000 35 = $ 1.5 million
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16 SKJ©DNV Girder Collapse/Sagging
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17 SKJ©DNV PROCODE Use limit states formulation with target beta –Optimisation of partial safety factors –Control Variables: Partial Safety Factors –Minimum Scatter around a target reliability by minimising the penalty function –Target to vary to produce cost effectiveness ratios
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18 SKJ©DNV PROCODE Subjected to : With one of the inequalities turning into equality One design Case : This is generalised to Multiple design cases in PROCODE
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19 SKJ©DNV PROCODE Programmable functions –Limit States –Code Checks –Penalty functions Defined by Data (additional to PROBAN) –Scope –Safety Factor –Design Parameter
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20 SKJ©DNV PROCODE RESULTS Code Evaluation (before optimisation starts) Optimised partial safety factors Resulting reliabilities Resulting design parameters (input to cost analysis)
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21 SKJ©DNV PROCODE Results
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22 SKJ©DNV PROCODE Results
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23 SKJ©DNV Resulting Steel Weight
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24 SKJ©DNV Costs
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25 SKJ©DNV Costs
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26 SKJ©DNV GCAF Calculation of GCAF (L Profiles) GCAF = (Cost of RCO)/( PLL) -> 3.50 to 3.72 (P f =2.41 10 -4 to 10 -4 ) P 20 persons20 years PLL = (2.41 10 -4 - 1.0 10 -4 ) 20 20 0.5 = 0.0302 50% survives GCAF = (4,309,760 -3,997,769)/0.0302 = $ 10.3 million
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27 SKJ©DNV NCAF Calculation of NCAF (L Profiles) NCAF = (Cost of RCO -Economic Benefits)/( PLL) -> 3.50 to 3.72 (P f =2.41 10 -4 to 10 -4 ) P 20 years Benefits = (2.41 10 -4 - 1.0 10 -4 ) 20 ($11 + $ 21 million ) = $ 90,240 Old Ship NCAF = (4,309,760 -3,997,769-90,240)/0.0302 = $ 7.13 million Cargo
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28 SKJ©DNV Results
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29 SKJ©DNV Conclusion In reliability based code calibration CEA (NCAF) may be used as an alternative to target Consistency with RA The decision is based on the derivative of P F with respect to design variables only Not reliant on probability (the absolute number) Mid ship bending moment (ship deck/sagging) –NCAF at about $ 3 million corresponds to 10 -4 target –Compares well to last line of defence, lifeboats at $ 1 million More studies necessary for other limit states
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30 SKJ©DNV One criteria HE, QRA, SRA Human error, navigation Collision Flooding Evacuation Failure Fire Optimising risk control options according to their cost effectiveness:
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