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  1. Journal of Mathematical Fluid Mechanics
  2. Journal of Mathematical Fluid Mechanics : Volume 17
  3. Journal of Mathematical Fluid Mechanics : Volume 17, Issue 4, December 2015
  4. Gerstner’s Water Wave and Mass Transport
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Journal of Mathematical Fluid Mechanics : Volume 19
Journal of Mathematical Fluid Mechanics : Volume 18
Journal of Mathematical Fluid Mechanics : Volume 17
Journal of Mathematical Fluid Mechanics : Volume 17, Issue 4, December 2015
Weighted Decay Results for the Nonstationary Stokes Flow and Navier–Stokes Equations in Half Spaces
Local Well-Posedness for the Hall-MHD Equations with Fractional Magnetic Diffusion
On Linear Instability and Stability of the Rayleigh–Taylor Problem in Magnetohydrodynamics
Theoretical and Numerical Local Null Controllability of a Ladyzhenskaya–Smagorinsky Model of Turbulence
An Exact Solution for Geophysical Edge Waves in the $${\beta}$$ -Plane Approximation
The Incompressible Navier–Stokes System with Time-Dependent Robin-Type Boundary Conditions
Analysis of a Regularized Bingham Model with Pressure-Dependent Yield Stress
The Navier–Stokes Equations in Nonendpoint Borderline Lorentz Spaces
Gerstner’s Water Wave and Mass Transport
On Two-Dimensional Magnetic Bénard Problem with Mixed Partial Viscosity
Journal of Mathematical Fluid Mechanics : Volume 17, Issue 3, September 2015
Journal of Mathematical Fluid Mechanics : Volume 17, Issue 2, June 2015
Journal of Mathematical Fluid Mechanics : Volume 17, Issue 1, March 2015
Journal of Mathematical Fluid Mechanics : Volume 16
Journal of Mathematical Fluid Mechanics : Volume 15
Journal of Mathematical Fluid Mechanics : Volume 14
Journal of Mathematical Fluid Mechanics : Volume 13
Journal of Mathematical Fluid Mechanics : Volume 12
Journal of Mathematical Fluid Mechanics : Volume 11
Journal of Mathematical Fluid Mechanics : Volume 10
Journal of Mathematical Fluid Mechanics : Volume 9
Journal of Mathematical Fluid Mechanics : Volume 8
Journal of Mathematical Fluid Mechanics : Volume 7
Journal of Mathematical Fluid Mechanics : Volume 6
Journal of Mathematical Fluid Mechanics : Volume 5
Journal of Mathematical Fluid Mechanics : Volume 4
Journal of Mathematical Fluid Mechanics : Volume 3
Journal of Mathematical Fluid Mechanics : Volume 2
Journal of Mathematical Fluid Mechanics : Volume 1

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Gerstner’s Water Wave and Mass Transport

Content Provider SpringerLink
Author Stuhlmeier, Raphael
Copyright Year 2015
Abstract We give a review of developments concerning the Gerstner wave solution to the incompressible water wave equations, including many recent contributions that have successfully extended the Gerstner wave theory to geophysical and stratified fluids. We also highlight aspects of the mass transport of Gerstner waves, which serves to contrast the Gerstner solution with linear and nonlinear irrotational theories.
Ending Page 767
Page Count 7
Starting Page 761
File Format PDF
ISSN 14226928
e-ISSN 14226952
Journal Journal of Mathematical Fluid Mechanics
Issue Number 4
Volume Number 17
Language English
Publisher Springer Basel
Publisher Date 2015-07-23
Publisher Place Basel
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword mass transport Mathematical Methods in Physics Fluid- and Aerodynamics trochoidal wave Euler equations Gerstner wave Water waves, gravity waves; dispersion and scattering, nonlinear interaction Classical Continuum Physics
Content Type Text
Resource Type Article
Subject Applied Mathematics Mathematical Physics Condensed Matter Physics Computational Mathematics
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