OS-C501
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Offshore Standard DNV-<strong>OS</strong>-<strong>C501</strong>, November 2013<br />
Sec.10 Component testing – Page 160<br />
2 Qualification based on tests on full scale components<br />
2.1 General<br />
2.1.1 The purpose of tests is to investigate the load effects. Usually displacements and the characteristic<br />
strength are determined.<br />
2.1.2 The load cases in the tests shall be combined in a realistic manner. Test results are only valid for the load<br />
cases tested.<br />
2.1.3 The environment defined in Sec.3 [10] shall be represented in a realistic manner. The environmental<br />
effect can be accounted for either by:<br />
— carrying out tests on components that have been subjected to a representative ageing (accelerated or not<br />
accelerated)<br />
— carrying out tests on components combined with ageing (accelerated or not accelerated). An example is the<br />
standard techniques used for qualification of pipes.<br />
Test results are only valid for the environments tested.<br />
2.1.4 The failure mode(s), failure mechanism(s) and location(s) of failure shall be recorded and verified<br />
during/after the tests. The partial/safety factor(s) applied shall correspond to the actual failure mechanisms.<br />
2.2 Short term properties<br />
2.2.1 Short term failure shall be analysed based on the general failure criteria for single or multiple loads as<br />
described in Sec.6 [2.2] - [2.3]:<br />
— the partial resistance model factor g Rd can be set equal to 1.0, if the tests represent design and material<br />
properties in a satisfactory manner<br />
— the partial load model factor g Sd can be set equal to 1.0, if the tests represent actual applied loads in a<br />
satisfactory manner. If loads are representing effects of other phenomena, uncertainties in the conversion<br />
from the other phenomena to the loads shall be included in γ Sd , i.e. uncertainties in the transfer function as<br />
describe in Sec.9 [1.4] shall be included<br />
— the characteristic strength of the tested component shall be determined based on the test results as described<br />
in Sec.4 [2.4] for static data<br />
— the safety factors shall be chosen based on distribution and COV of the load and COV of the component test<br />
results (material’s COV) as in Sec.8. The distribution and COV of the load shall be based on the loads the<br />
structure will experience in the application, not on the loads of the test.<br />
2.2.2 At least three specimens shall be tested. The relationship between number of tests and characteristic<br />
strength is given in Sec.4 [2.4].<br />
2.3 Long term properties<br />
2.3.1 Long term failure shall be analysed based on the principles for obtaining time dependent properties<br />
described in Sec.6 [10] and [11]:<br />
— the partial resistance model factor γ Rd can be set equal to 1.0, if the tests represent design and material<br />
properties in a satisfactory manner<br />
— the partial load model factor γ Sd can be set equal to 1.0, if the tests represent actual applied loads in a<br />
satisfactory manner. If loads are representing effects of other phenomena, uncertainties in the conversion<br />
from the other phenomena to the loads shall be included in γ Sd , i.e. uncertainties in the transfer function as<br />
describe in Sec.9 [1.4] shall be included<br />
— The characteristic strength shall be determined based on the test results as described in Sec.4 [3.11] for time<br />
dependent data<br />
— the safety factors shall be chosen based on distribution and COV of the load and COV of the component test<br />
results (material’s COV) as in Sec.8. The distribution and COV of the load shall be based on the loads the<br />
structure will experience in the application, not on the loads of the test.<br />
2.3.2 At least ten specimens shall be tested. The relationship between number of tests and characteristic<br />
strength is given in Sec.4 [3.11] for data that must be extrapolated to longer lifetimes and for data that can be<br />
used within the test period.<br />
2.3.3 If data must be extrapolated to longer lifetimes than the measured time it shall be shown that no other<br />
failure modes may develop between the test time and the expected lifetime of the structure or component. It is<br />
usually not possible to show this by component testing only. Some analysis and calculations are necessary, see<br />
[4.3.5].<br />
2.3.4 The static strength of the structure after long term exposure shall be the same as the extrapolation of the<br />
long term test data of the fatigue or stress rupture tests.<br />
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