Proceedings of the ... International Conference on Offshore Mechanics and Arctic Engineering, Volume 2, Parts 1-2American Society of Mechanical Engineers, 2000 - Arctic regions |
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Page 547
... value data for estimating long return period characteristic values . It is based on using yearly ex- treme value data subjected to a transformation which is derived from analysis of the underlying all - year data . The problem of ...
... value data for estimating long return period characteristic values . It is based on using yearly ex- treme value data subjected to a transformation which is derived from analysis of the underlying all - year data . The problem of ...
Page 554
... values , Turkstra's rule is then often expressed in the form = §p = max1≤j≤n { §p , j + n [ { x } k = 1 , k # j ( 4 ) where & represents an APIT value of Xê ( t ) , and §p‚j denotes the characteristic largest value of X , ( t ) . This ...
... values , Turkstra's rule is then often expressed in the form = §p = max1≤j≤n { §p , j + n [ { x } k = 1 , k # j ( 4 ) where & represents an APIT value of Xê ( t ) , and §p‚j denotes the characteristic largest value of X , ( t ) . This ...
Page 557
... values of a than for large values . Hence , the validity of Turkstra's rule tends to improve with increasing values of a . Table 1 : Deviation of Turkstra's rule TR I from target value 0.9 0.8 0.7 Turkstras rule I Turkstras rule II ...
... values of a than for large values . Hence , the validity of Turkstra's rule tends to improve with increasing values of a . Table 1 : Deviation of Turkstra's rule TR I from target value 0.9 0.8 0.7 Turkstras rule I Turkstras rule II ...
Contents
OCEAN SPACE UTILIZATION AND OFFSHORE TECHNOLOGY | 1 |
OMAE2000OSU OFT3004 | 9 |
OMAE2000OSU OFT3005 | 17 |
Copyright | |
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