Proceedings of the ... International Conference on Offshore Mechanics and Arctic Engineering, Volume 2American Society of Mechanical Engineers, 2001 - Arctic regions |
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Page 66
V2RD , e S ( 1 ) 1 f , ( mp ) = e - mö ( 2D ) 20D , where D , and Do are the variances of the random variables Mg and Mo , and ( m ) is the mean value of the variable Ms. The mean value of the dynamic variable Mo is assumed to be zero .
V2RD , e S ( 1 ) 1 f , ( mp ) = e - mö ( 2D ) 20D , where D , and Do are the variances of the random variables Mg and Mo , and ( m ) is the mean value of the variable Ms. The mean value of the dynamic variable Mo is assumed to be zero .
Page 70
Then the cumulative probability distribution function of the random variable X = Y + Z is as follows : ( n - 1 ) 2 20 -y2 / 232 e 9 -ne F , ( v ) = Xo F.w = / **** - -én Idx ( B - 6 ) n -82 ne = 2 ( 7-5 ) e- ( 0-6 ) -elds 1 X W 0 F. ( x ) ...
Then the cumulative probability distribution function of the random variable X = Y + Z is as follows : ( n - 1 ) 2 20 -y2 / 232 e 9 -ne F , ( v ) = Xo F.w = / **** - -én Idx ( B - 6 ) n -82 ne = 2 ( 7-5 ) e- ( 0-6 ) -elds 1 X W 0 F. ( x ) ...
Page 286
a - THE CENTRAL MAINTENANCE PROBLEM Throughout the whole life cycle of a pipeline it is subjected to two mutually antagonistic random processes . There is the degradation process and the renewal process . The degradation process is a ...
a - THE CENTRAL MAINTENANCE PROBLEM Throughout the whole life cycle of a pipeline it is subjected to two mutually antagonistic random processes . There is the degradation process and the renewal process . The degradation process is a ...
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