activity
20102019
most citedWind-Wave Model with an Optimized Source Function

19 citations · 40 across the 17 of their papers we have counts for

collaborators

18 papers

physics.ao-ph2019

Evolution of Spectra for Mechanical and Wind Waves in a Large Tank

Vladislav Polnikov, Fangli Qiao, Hongyu Ma +1

Empirical spectra for mechanical and wind waves measured in a large tank of the First Institute of Oceanography of China are presented. Analysis for the first and the second type o…

physics.ao-ph2019★ 5 cited

A Model of the Enhanced Vertical Mixing Induced by Wind-Waves

Vladislav G. Polnikov

In the Navier-Stokes equations, a current is decomposed into four constituents: the mean flow, wave-orbital motion, wave-induced-turbulent and background-turbulent currents. Under…

physics.ao-ph2018

Asymptotes of the nonlinear transfer and the swell spectrum in the frame of the kinetic equation

Vladislav G. Polnikov, Fangli Qiao, Yong Teng

The kinetic equation for a gravity wave spectrum is solved numerically to study the high frequencies asymptotes for the one-dimensional nonlinear energy transfer and the variabilit…

physics.ao-ph2018★ 8 cited

Semi-phenomenological model for a wind-drift current

Vladislav G. Polnikov

Some data of the drift current, Ud, measured on a wavy surface of water in a laboratory and the field, are briefly described. Empirical formulas for Ud are given, and their incompl…

physics.ao-ph2018

Numerical studying mechanics of a stationary range formation in the wind-wave spectrum

Vladislav G. Polnikov, Fangli Qiao, Jing Lu

The process of a stationary range formation in the wind-wave spectrum is investigated numerically. The evolution equation for the two-dimensional wind-wave spectrum is numerically…

physics.ao-ph2017

Mechanisms of the equilibrium-range formation in the wind-wave spectrum. Numerical simulation

Vladislav Polnikov

The issue of the equilibrium-range formation in the wind-wave spectrum is studied by a direct numerical simulation. The evolution equation of wind-wave spectrum is numerically solv…

physics.ao-ph2014★ 2 cited

On estimating the return values for wind speed and wind-wave heights

Vladislav Polnikov, Ivan Gomorev

To estimate the return values for wind and wind-waves time series, we propose to use the extrapolation of a polynomial approximation built for a small part of the tail of provision…

physics.ao-ph2014

Results of the four-wave kinetic integral computation for spectra of special forms. The case of Zakharov spectra

Vlad Polnikov, G. Uma

With the aim to show explicitly the non stationarity of the Zakharov spectra, obtained analytically as the stationary solution of the four-wave kinetic equation for stochastic nonl…

physics.ao-ph2011★ 2 cited

Modeling and Analysis of the Wind-Waves Field Variability in the Indian Ocean During 1998-2009 Years

V. G. Polnikov, F. A. Pogarskii, S. A. Sannasiraj +1

To calculate the wind-waves in the Indian Ocean (IO), the wind field for the period from 1998 to 2009 was used, obtained from the NCEP/NOAA archive, and numerical model WAM (Cycle-…

physics.ao-ph2011★ 2 cited

Statistical Features of the Wind Field over the Indian Ccean for the period 1998-2008

Vladislav Polnikov, Fedor Pogarskii, S. A. Sannasiraj

We have done a statistical analysis of the wind field from the archive of NCEP/NOAA over the Indian Ocean for the period 1998-2008yy, which is given on a grid 1x1.25 of latitude-lo…

physics.ao-ph2011

Relation between Wind and Wind Currents on the Synoptic Scale with Account of Wave Conditions

Vladislav Polnikov, Iliya Kabatchenko

A version of model is proposed, which is aimed for getting parameters of the atmospheric layer and upper water layer with account of the wind-wave state. The dynamics of the atmosp…

physics.ao-ph2011

Integrated model for a wave boundary layer

Vladislav Polnikov

In the paper a new version of semi-phenomenological model is constructed, which allows to calculate the friction velocity u* via the spectrum of waves S and the wind at the standar…

physics.ao-ph2010

Numerical Modelling of Wind Waves. Problems, Solutions, Verifications, and Applications

Vladislav Polnikov

The time-space evolution of the field is described by the transport equation for the 2-dimensional wave energy spectrum density, S(x,t), spread in the space, x, and time, t. This e…

physics.ao-ph2010

Numerical Modelling of Wind-Waves. Problem and Results

Vladislav Polnikov

Stochastic wind sea is an intermediate small-scale physical process responsible for the state of the atmospheric boundary layer and the water upper layer, having dynamics of all sc…

physics.ao-ph2010★ 19 cited

Wind-Wave Model with an Optimized Source Function

Vladislav Polnikov

On the basis of the author's earlier results, a new source function for a numerical wind-wave model optimized by the criterion of accuracy and speed of calculation is substantiated…

physics.ao-ph2010

Comparative Study Of Performance Of Wind Wave Model: WAVEWATCH-Modified By New Source Function

Vladislav Polnikov, Valdir Innocentini

With the aim of assessing the merits of the new source function proposed earlier in Polnikov (2005),it was tested and validated by means of the modification of the well known model…

physics.ao-ph2010

Spectral Theory for Dissipation Mechanism of Wind Waves

Vladislav G. Polnikov

A systematic and full description of the theory for a dissipation mechanism of wind wave energy in a spectral representation is given. As a basis of the theory, the fundamental is…

physics.ao-ph2010★ 2 cited

Features of Air Flow in the Trough-Crest Zone of Wind Waves

Vladislav G. Polnikov

Vertical profiles for mean wind, standard deviations of velocity fluctuations, and wave-induced part of the momentum flux over a wavy fluid surface are calculated in the Cartesian…