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Non-linear wave modulation in a prestressed fluid field thin elastic tube
Nalan Antar
, Hilmi Demiray
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Corresponding author for this work
Scientific and Technological Research Council of Turkey
Istanbul Technical University
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peer-review
8
Citations (Scopus)
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Keyphrases
Fluid Field
100%
Nonlinear Schrödinger Equation
100%
Nonlinear Waves
100%
Elastic Tube
100%
Prestress
100%
Amplitude Modulation
100%
Nonlinear Equations
50%
Reductive Perturbation Method
50%
Inviscid Incompressible Fluid
50%
Elastic Material
50%
Initial Deformation
50%
Plane Wave Solution
50%
Dispersive Effects
50%
Material Deformation
50%
Thin-walled Tube
50%
Modulational Instability
50%
Approximation Formula
50%
Special Solutions
50%
Mathematics
Nonlinear
100%
Non-Linear Wave
100%
Schr Dinger Equation
100%
Dispersive
50%
Reductive
50%
Nonlinear Equation
50%
Approximate Equation
50%
Plane Wave
50%
Engineering
Schr Dinger Equation
100%
Amplitude Modulation
100%
Plane Wave
50%
Incompressible Inviscid Fluids
50%
Perturbation Technique
50%
Linear Equation
50%