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Waves and irregularities in the solar wind
Reviews of Geophysics, 1974This review is not meant to be for the specialist who already knows the subject area but rather for the nonspecialist who wants a simple physical picture. Therefore some simple calculations are given to show why waves and irregularities in the solar wind are of importance in obtaining a physical understanding of the dynamical processes occurring in the
M. A. Lee, I. Lerche
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Irregular Water Wave Kinematics
1990There are several theories and methods to calculate the kinematics of water waves. Most of the theories and methods have been developed for regular waves, like the linear theory, Stokes higher order theories, stream function theory, etc. The stream function theory can also be applied for an irregular surface profile, using the assumption that the ...
Alf Tørum, James E. Skjelbreia
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Prediction of Irregular Wave Runup
2023Source: https://erdc-library.erdc.dren.mil/jspui/
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Irregular and Non-linear Waves
2011The surface waves of the sea are almost always random in the sense that detailed configuration of the surface varies in an irregular manner in both space and time. Section 7.1 contains a brief description of the Wiener spectrum in connection with the generalised Fourier representations for the surface waves (S.
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Experimental study on turning characteristics of KVLCC2 tanker in long-crested irregular waves
Ocean Engineering, 2022Dong Jin Kim, Hujae Choi, Kunhang Yun
exaly
Quasi-periodic waves and irregular solitary waves of theABsystem
Waves in Random and Complex Media, 2022Jing-Jing Su, Gao-Fu Deng
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WAVE-MUD INTERACTION UNDER IRREGULAR WAVES
Coastal Engineering 2002, 2003Mohsen Soltanpour, Tomoya Shibayama
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Prediction of Irregular Wave Overtopping
2023Rates of wave overtopping of structures can be predicted by means of an equation presented in the Shore Protection Manual (SPM)(eg. 7-6, U.S. Army, Corps of Engineers, Coastal Engineering Research Center, 1975; Weggel, 1976). Implicit in the use of this equation is the assumption of monochromatic waves; i.e., waves of uniform height and period.
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