OS-C501
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Offshore Standard DNV-<strong>OS</strong>-<strong>C501</strong>, November 2013<br />
Sec.14 Calculation example: two pressure vessels – Page 203<br />
case the acceptable characteristic stress level is 143 MPa, after applying the load model factor and the 10%<br />
reduction for sea water we get 123 MPa. Therefore:<br />
This is more than the actual strain ε 1 =0.17% for an internal pressure of 1.48 MPa. Stress rupture data do not<br />
have to be confirmed by testing, provided the other similarity requirements from (Sec.6 [11.3.8])are fulfilled.<br />
6.7.4 Short-term failure due to maximum loads after 25 years was already considered in [6.6].<br />
6.8 Fibre dominated ply failure due to cyclic fatigue loads (ref. Sec.6 [11])<br />
6.8.1 The analysis method is the same as for the gas vessel in [5.5].<br />
6.8.2 The maximum strain corresponding to a characteristic life of 6500 cycles is: ε<br />
j<br />
applied = 0 .907 % .<br />
This is more than the maximum actual strain: ε 1 = 0.17%.<br />
6.8.3 The strain in the laminate: ε 1 =0.17% is also less than 0.67%. Therefore, the fatigue properties do not have<br />
to be confirmed by testing, provided the similarity requirements from Sec.6 [11.3.8] are fulfilled (see also<br />
[5.5.6]).<br />
6.8.4 Short-term failure due to maximum loads after 25 years was already considered in [6.6].<br />
6.9 Unacceptably large displacement (ref. Sec.6 [9])<br />
6.9.1 No requirements to be checked.<br />
6.10 Impact resistance (ref. Sec.6 [12])<br />
6.10.1 Impact may be caused by dropped tools etc. The possible impact scenarios, if any, should be defined.<br />
6.10.2 There is no good theoretical criterion to evaluate the resistance to impact. According to Sec.6 [12], the<br />
resistance of a structure to impact shall be tested experimentally.<br />
6.10.3 The critical failure mode in this example is leakage and burst, linked to the mechanisms fibre failure<br />
and matrix cracking. It would have to be shown that the defined impact scenarios do not cause any fibre failure<br />
or matrix cracking. This could be shown on full scale specimens or on representative laminates.<br />
6.10.4 Some matrix cracks after impact may be acceptable as long as they do not cause leakage. This could be<br />
shown on tests on pressurised pipes.<br />
6.10.5 Alternatively, the vessel could be protected against impact by covers or other protection devices.<br />
6.11 Explosive decompression (ref. Sec.6 [15])<br />
6.11.1 Water can diffuse through the laminate at low rates. It is unlikely that water can accumulate in the<br />
laminate and cause effects related to explosive decompression.<br />
6.11.2 There is no interface in this design where water could accumulate.<br />
6.12 Chemical decomposition (ref. Sec.6 [17])<br />
6.12.1 It is proven by many applications that composite laminates do not chemically decompose in water<br />
within 25 years.<br />
6.13 Component testing (ref. Sec.10)<br />
ε<br />
j<br />
applied<br />
=<br />
σ<br />
j<br />
applied<br />
fibre<br />
E 1<br />
=<br />
123 MPa<br />
23 .7 GPa<br />
0 .518<br />
6.13.1 The results show that the design limiting factor is matrix cracking. Matrix cracking is assumed here as<br />
the beginning of leakage. It is known however, that many more matrix cracks are needed before leakage starts.<br />
6.13.2 Testing a component with this laminate can show when leakage really starts and would allow to utilise<br />
the design much better than it is done here. Short term and long term performance with respect to leakage can<br />
be tested according to Sec.10 [2.2]-[2.3]. Having obtained those data they can be used instead of the checks<br />
made here for matrix cracking. This would allow a much better utilisation of the vessel.<br />
6.13.3 Another alternative to utilise the component better is to use a liner, as shown in the example of the gas<br />
vessel.<br />
=<br />
%<br />
DET NORSKE VERITAS AS