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From hydrodynamics to plasma theory
Interaction of solitary waves in stratified fluids
The largeamplitude elastodynamics of transversely isotropic
19 other sections not shown
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analysis approximation arbitrary asymptotic expansion bi-solitons boundary Boussinesq Boussinesq equation calculated caustic cnoidal waves coefficients constant coordinates corresponding curves cylindrical and spherical cylindrical solitons defined denote density perturbation derived dimensional dimensionless dispersion relation existence field Figure finite amplitude Fluid Mech function given gravity waves hydromagnetic hyperbolic initial instability integral interaction internal gravity waves inverse scattering ion-acoustic KdV equation Kelvin wave kinematics Korteweg-de Vries equation Lett lluln Math mathematical method modes modulation nonlinear wavefront nonlinear waves obtained parameter partial differential equations phase portraits Phys physical plasma problem Proc rays Riemann waves rotation RUDRAIAH satisfies Section self-localized separatrix shear flow shock front sidebands simple wave solitary waves solitons space spherical solitons symmetries theorem transformation two-dimensional values Vanden-Broeck variables vector vertical water waves wave celerity wave equation wave height wave propagation wave solutions wavefront wavelength wavenumber Yuen Zakharov