VZ
V. E. Zakharov
physics.flu-dynnlin.SIphysics.ao-phnlin.PSphysics.comp-phmath.MPmath-phnlin.CDchao-dyncond-mat.quant-gas
On Valency
published · living versionsW_kxdj5ppf·v1 · currentpublished
W_xgavtt7t·v1published
W_eve9n5hm·v1published
Preprints & journals
64 papers in the corpus · 1991–2022Bound-state soliton gas as a limit of adiabatically growing integrable turbulence2211.06853v1 · D.S. Agafontsev, A.A. Gelash, R.I. Mullyadzhanov et al.2022 · 11 citationsChaos Solitons Fractals 166, 112951 (2023)
Free Surface in 2D Potential Flow: Singularities, Invariants and Virtual Fluid2109.13159v2 · A. I. Dyachenko, S. A. Dyachenko, V. E. Zakharov2021 · 3 citationsarXiv
Lump interactions with plane solitons2108.06071v2 · Yury Stepanyants, Dmitry Zakharov, Vladimir Zakharov2021 · 36 citationsarXiv
Lump chains in the KP-I equation2102.07038v1 · Charles Lester, Andrey Gelash, Dmitry Zakharov et al.2021 · 68 citationsarXiv
Ghost interaction of breathers2010.07387v1 · Gang Xu, Andrey Gelash, Amin Chabchoub et al.2020 · 5 citationsarXiv
Short branch cut approximation in D Hydrodynamics with Free Surface2003.05085v2 · A. I. Dyachenko, S. A. Dyachenko, P. M. Lushnikov et al.2020 · 13 citationsProc. Roy. Soc. A, v. 477, 20200811 (2021)
Growing of integrable turbulence2003.10213v1 · D.S. Agafontsev, V.E. Zakharov2020 · 8 citationsFiz. Nizk. Temp. 46, 934-939 (2020)
The Phillips spectrum and a model of wind-wave dissipation1912.03945v1 · Sergei I. Badulin, Vladimir E. Zakharov2019 · 12 citationsarXiv
Bound State Soliton Gas Dynamics Underlying the Spontaneous Modulational Instability.31868438 · Gelash, Andrey, Agafontsev, Dmitry, Zakharov, Vladimir et al.2019 · 115 citationsPhysical review letters. 2019;123(23):234102
Poles and branch cuts in free surface hydrodynamics1911.11609v1 · P. M. Lushnikov, V. E. Zakharov2019 · 6 citationsWater Waves (2020)
Solutions to the Kaup--Broer System and Its 2+1 Dimensional Integrable Generalization via the Dressing Method1909.04804v1 · Patrik V. Nabelek, Vladimir E. Zakharov2019 · 27 citationsarXiv
Progress during the NOPP Wave Model Improvement Program1908.03601v1 · Donald T. Resio, Charles L. Vincent, Hendrik L. Tolman et al.2019 · 4 citationsarXiv
Generalized primitive potentials1907.05038v2 · Dmitry Zakharov, Vladimir Zakharov2019 · 3 citationsarXiv
Nonlinear Ocean Waves Amplification in Straits1905.05109v1 · Andrei Pushkarev, Vladimir Zakharov2019 · 0 citationsarXiv
Breather Wave Molecules.30932565 · Xu, Gang, Gelash, Andrey, Chabchoub, Amin et al.2019 · 146 citationsPhysical review letters. 2019;122(8):084101
On symmetric primitive potentials1812.10545v1 · Patrik Nabelek, Dmitry Zakharov, Vladimir Zakharov2018 · 8 citationsarXiv
Dynamics of Poles in 2D Hydrodynamics with Free Surface: New Constants of Motion1809.09584v2 · A. I. Dyachenko, S. A. Dyachenko, P. M. Lushnikov et al.2018 · 21 citationsJournal of Fluid Mechanics, v. 874, 891-925 (2019)
Non-Canonical Hamiltonian Structure and Poisson Bracket for 2D Hydrodynamics with Free Surface1809.00707v2 · A. I. Dyachenko, P. M. Lushnikov, V. E. Zakharov2018 · 22 citationsJournal of Fluid Mechanics, v. 869, pp. 526-552 (2019)
On Dissipation Rate of Ocean Waves due to White Capping1808.04953v1 · A.O. Korotkevich, A.O. Prokofiev, V.E. Zakharov2018 · 15 citationsJETP Letters, 109, 5, 309-315 (2019). (Russian reference: Pis'ma v Zh. Eksp. Teor. Fiz., 109, 5, 312-319 (2019))
On ZRP wind input term consistency in Hasselmann equation1608.03790v1 · Vladimir Zakharov, Donald Resio, Andrei Pushkarev2016 · 0 citationsarXiv
Complete Hamiltonian formalism for inertial waves in rotating fluids1604.07136v2 · A. A. Gelash, V. S. L'vov, V. E. Zakharov2016 · 11 citationsarXiv
Free-Surface Hydrodynamics in Conformal Variables: Are Equations of Free-Surface Hydrodynamics on Deep Water Integrable?1604.04778v1 · Vladimir Zakharov2016 · 0 citationsarXiv
Evolution of One-Dimensional Wind-Driven Sea Spectra1603.08229v1 · A.I. Dyachenko, D.I. Kachulin, V.E. Zakharov2016 · 12 citationsJETP Letters, October 2015, Volume 102, Issue 8, pp 513-517
Limited fetch revisited: comparison of wind input terms, in surface waves modeling1512.08851v2 · Pushkarev Andrei, Zakharov Vladimir2015 · 0 citationsarXiv
Integrable turbulence generated from modulational instability of cnoidal waves1512.06332v4 · D.S. Agafontsev, V.E. Zakharov2015 · 70 citationsNonlinearity 29, 3551-3578 (2016)
Super compact equation for water waves1511.09331v1 · A. I. Dyachenko, D. I. Kachulin, V. E. Zakharov2015 · 35 citationsarXiv
Non-periodic one-gap potentials in quantum mechanics1505.05806v2 · Sergey A. Dyachenko, Dmitry Zakharov, Vladimir Zakharov2015 · 2 citationsarXiv
On nonlinearity implications and wind forcing in Hasselmann equation1503.07091v2 · Pushkarev Andrei, Zakharov Vladimir2015 · 1 citationarXiv
Direct and Inverse Cascades in the Wind-Driven Sea1502.02628v1 · Vladimir E. Zakharov2015 · 6 citationsarXiv
Intermittency in generalized NLS equation with focusing six-wave interactions1412.5574v5 · D.S. Agafontsev, V.E. Zakharov2014 · 6 citationsPhysics Letters A 379 (2015) pp. 2586--2590
Universality of Sea Wave Growth and Its Physical Roots1411.7235v1 · Vladimir E. Zakharov, Sergei I. Badulin, Paul A. Hwang et al.2014 · 49 citationsJ. Fluid Mech. (2015), vol. 780, pp. 503?-535on Valency
Integrable turbulence and formation of rogue waves1409.4692v7 · D.S. Agafontsev, V.E. Zakharov2014 · 159 citationsNonlinearity 28 (2015) 2791-2821on Valency
Oscillatory dynamics of the classical Nonlinear Schrodinger equation1404.6088v4 · D.S. Agafontsev, V.E. Zakharov2014 · 0 citationsarXiv
Transparency of Strong Gravitational Waves1401.7251v2 · Yaron Hadad, Vladimir Zakharov2014 · 7 citationsarXiv
Nonlinear stage of modulation instability.23952402 · Zakharov, V E, Gelash, A A2013 · 296 citationsPhysical review letters. 2013;111(5):054101
On the applicability of the Hasselmann kinetic equation to the Phillips spectrum1212.6522v1 · A. O. Korotkevich, V. E. Zakharov2012 · 7 citationsNonlin. Processes in Geophysics 22, 325-335 (2015)
Numerical simulation of surface waves instability on a discrete grid1212.2225v2 · A.O. Korotkevich, A.I. Dyachenko, V.E.Zakharov2012 · 32 citationsPhysica D: Nonlinear Phenomena 321, 51-66 (2016)
The generalized Phillips' spectra and new dissipation function for wind-driven seas1212.0963v2 · Vladimir E. Zakharov, Sergei I. Badulin2012 · 8 citationsarXiv
Quasibreathers in MMT model1212.1012v1 · A. Pushkarev, V. E. Zakharov2012 · 19 citationsarXiv
New wind input term consistent with experimental, theoretical and numerical considerations1212.1069v1 · V. E. Zakharov, D. Resio, A. Pushkarev2012 · 19 citationsarXiv
Superregular solitonic solutions: a novel scenario of the nonlinear stage of Modulation Instability1211.1426v2 · V. E. Zakharov, A. A. Gelash2012 · 6 citationsarXiv
Free-Surface Hydrodynamics in the conformal variables1206.2046v1 · V. E. Zakharov, A. I. Dyachenko2012 · 7 citationsarXiv
Spontaneous breaking of the spatial homogeneity symmetry in wave turbulence.23003047 · Newell, Alan C, Rumpf, Benno, Zakharov, Vladimir E2012 · 23 citationsPhysical review letters. 2012;108(19):194502
Integrable equations and classical S-matrix1204.2793v2 · V.E Zakharov, A.V Odesskii, M. Onorato et al.2012 · 3 citationsarXiv
Collision of two breathers at surface of deep water1201.4808v1 · A. I. Dyachenko, V. E. Zakharov, D. I. Kachulin2012 · 15 citationsarXiv
Soliton on Unstable Condensate1109.0620v2 · Vladimir Zakharov, Andrey Gelash2011 · 13 citationsarXiv
Turbulent transfer of energy by radiating pulses.19792648 · Rumpf, Benno, Newell, Alan C, Zakharov, Vladimir E2009 · 48 citationsPhysical review letters. 2009;103(7):074502
Coexistence of weak and strong wave turbulence in a swell propagation.17995256 · Zakharov, V E, Korotkevich, A O, Pushkarev, A et al.2008 · 37 citationsPhysical review letters. 2007;99(16):164501
Theory of weakly damped free-surface flows: a new formulation based on potential flow solutions0704.3352v1 · F. Dias, A.I. Dyachenko, V.E. Zakharov2007 · 163 citationsarXiv
Communication through plasma sheaths0704.3103v2 · A.O. Korotkevich, A.C. Newell, V.E. Zakharov2007 · 46 citationsA.O. Korotkevich, A.C. Newell, and V.E. Zakharov, Communication through plasma sheaths, J. Appl. Phys., vol. 102, issue 8, p. 083305 (2007)
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