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Stability of Periodic, Traveling-Wave Solutions to the Capillary Whitham Equation
by
Rozman, Morgan
, Carter, John D.
in
Capillary waves
/ fully-dispersive
/ Laboratories
/ Mathematical functions
/ Shallow water
/ Stability
/ Surface tension
/ Surface waves
/ traveling-wave solutions
/ Velocity
/ Water waves
/ Wave height
/ Wavelengths
/ Whitham equation
2019
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Stability of Periodic, Traveling-Wave Solutions to the Capillary Whitham Equation
by
Rozman, Morgan
, Carter, John D.
in
Capillary waves
/ fully-dispersive
/ Laboratories
/ Mathematical functions
/ Shallow water
/ Stability
/ Surface tension
/ Surface waves
/ traveling-wave solutions
/ Velocity
/ Water waves
/ Wave height
/ Wavelengths
/ Whitham equation
2019
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Do you wish to request the book?
Stability of Periodic, Traveling-Wave Solutions to the Capillary Whitham Equation
by
Rozman, Morgan
, Carter, John D.
in
Capillary waves
/ fully-dispersive
/ Laboratories
/ Mathematical functions
/ Shallow water
/ Stability
/ Surface tension
/ Surface waves
/ traveling-wave solutions
/ Velocity
/ Water waves
/ Wave height
/ Wavelengths
/ Whitham equation
2019
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Stability of Periodic, Traveling-Wave Solutions to the Capillary Whitham Equation
Journal Article
Stability of Periodic, Traveling-Wave Solutions to the Capillary Whitham Equation
2019
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Overview
Recently, the Whitham and capillary Whitham equations were shown to accurately model the evolution of surface waves on shallow water. In order to gain a deeper understanding of these equations, we compute periodic, traveling-wave solutions for both and study their stability. We present plots of a representative sampling of solutions for a range of wavelengths, wave speeds, wave heights, and surface tension values. Finally, we discuss the role these parameters play in the stability of these solutions.
Publisher
MDPI AG
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