WEAKLY NONLINEAR WAVES WITH SLOWLY-VARYING SPEED
DOI:
https://doi.org/10.4314/njt.21.333Abstract
A previously developed method of generating uniformly valid, multiple- scale asymptotic expansions for the solution of weakly nonlinear one-dimensional wave equations is applied to problems with slowly-varying speed. The method is also shown to be applicable specifically to periodic initial data.
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