The probability distribution of the height of global maximum for a Gaussian random field evolving in time is studied. In particular, the effect of spreading is studied and the role of the wave kinematics is discussed. It is observed that taking into account time dynamics of spatial characteristics results in distributions different from those obtained for the static case. The results are illustrated by computing the derived distribution for different Gaussian seas for three distinct sampling schemes. The resulting distributions are also used to compute return periods for rogue waves. (c) 2005 Elsevier Ltd. All rights reserved
The surface of the ocean, and so such quantities as the significant wave height, $H-s$, can be thoug...
In the general theory off stochastic processes, among the most challenging and still mainly unsolved...
The Gaussian wave model has been successfully used in ocean engineering for more than half a century...
We study the probability distribution of the height of global maximum for a Gaussian random field ev...
The paper discusses short- and long-term probability models of ocean waves. The Gaussian theory is r...
An important problem in ocean engineering is to find distributions for characteristic wave parameter...
In this thesis the focus is on crossing points in random fields and the probability distributions of...
For a stationary two-dimensional random field evolving in time, we derive statistical distributions ...
For a stationary two-dimensional random field evolving in time, we derive the intensity distribution...
copyrighted by American Geophysical UnionCartwright and Longuet-Higgins (1956) describe the statisti...
The envelope process is a useful analytical tool which is often used to study wave groups. Most rese...
Significant wave height, H, is a measure of the variability of the ocean surface and is defined to b...
The surface of the ocean, and so such quantities as the significant wave height, can be thought of a...
Occasional damages occurring to offshore structures and routing ships have brought attention on whet...
A method of measuring three-dimensional spatial wave size is proposed and statistical distributions ...
The surface of the ocean, and so such quantities as the significant wave height, $H-s$, can be thoug...
In the general theory off stochastic processes, among the most challenging and still mainly unsolved...
The Gaussian wave model has been successfully used in ocean engineering for more than half a century...
We study the probability distribution of the height of global maximum for a Gaussian random field ev...
The paper discusses short- and long-term probability models of ocean waves. The Gaussian theory is r...
An important problem in ocean engineering is to find distributions for characteristic wave parameter...
In this thesis the focus is on crossing points in random fields and the probability distributions of...
For a stationary two-dimensional random field evolving in time, we derive statistical distributions ...
For a stationary two-dimensional random field evolving in time, we derive the intensity distribution...
copyrighted by American Geophysical UnionCartwright and Longuet-Higgins (1956) describe the statisti...
The envelope process is a useful analytical tool which is often used to study wave groups. Most rese...
Significant wave height, H, is a measure of the variability of the ocean surface and is defined to b...
The surface of the ocean, and so such quantities as the significant wave height, can be thought of a...
Occasional damages occurring to offshore structures and routing ships have brought attention on whet...
A method of measuring three-dimensional spatial wave size is proposed and statistical distributions ...
The surface of the ocean, and so such quantities as the significant wave height, $H-s$, can be thoug...
In the general theory off stochastic processes, among the most challenging and still mainly unsolved...
The Gaussian wave model has been successfully used in ocean engineering for more than half a century...