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The statistical distribution of second-order slowly-varying forces and motions
A statistical analysis of slow-drift forces and motions is presented. By extending an approach originally due to Kac and Siegert, it is shown that an explicit, closed-form solution may be given to the problem of determining the probability density function of the slow-drift process. From a practical point of view its derivation is carried out without simplifying assumptions, thus a general solution is obtained.
The statistical distribution of second-order slowly-varying forces and motions
A statistical analysis of slow-drift forces and motions is presented. By extending an approach originally due to Kac and Siegert, it is shown that an explicit, closed-form solution may be given to the problem of determining the probability density function of the slow-drift process. From a practical point of view its derivation is carried out without simplifying assumptions, thus a general solution is obtained.
The statistical distribution of second-order slowly-varying forces and motions
Naess, Arvid (author)
Applied Ocean Research ; 8 ; 110-118
1985-06-15
9 pages
Article (Journal)
Electronic Resource
English
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