Laser-Like Waves Amplification in Straits
Andrei Pushkarev

TL;DR
This paper models ocean surface wind waves in a strait, revealing a nonlinear wave amplification phenomenon called NOWA, where wave energy exceeds typical levels due to quasi-orthogonal wave fields, supported by theoretical analysis matching experimental observations.
Contribution
It introduces the concept of NOWA, a nonlinear wave amplification mechanism in non-homogeneous ocean conditions, with a detailed theoretical explanation matching experimental findings.
Findings
Wave energy doubles due to quasi-orthogonal wave fields.
Formation of wave groups propagating against the wind.
Asymptotic state features self-similar wind sea and orthogonal waves.
Abstract
We present the research of ocean surface wind waves excitation in non-homogeneous situations, on the example of deep water strait in presence of the constant wind, blowing perpendicular to the coastal line. The used statistical wave model is based on Hasselmann equation with high-wavenumbers wave-breaking dissipation, exact nonlinear four-waves interaction and ZRP wind input term. At the first stage, the waves propagate in the wind direction in a step-like moving front manner, which is the combination of self-similar fetch-limited and duration-limited solutions of Hasselmann equation. The second stage begins further, when sufficient amount of wave energy is concentrated at the incoming waves shore line. Beginning with that time, the nonlinear wave interactions start formation of the wave groups, propagating across and against the wind. Despite the absence of long-wave dissipation, the…
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