ASYMPTOTIC EXPANSION OF THE SOLUTION TO THE ROBIN-DIRICHLET PROBLEM FOR THE NONLINEAR WAVE EQUATION WITH VISCOUS ELASTIC TERMS
Keywords:
Viscous elastic wave equation, Kirchhoff-Carrier type, Robin-Dirichlet problem; Asymptotic expansion.Abstract
This paper studies the Robin-Dirichlet problem for the Kirchhoff-Carrier type nonlinear wave equation with viscous elastic terms. By using the Taylor expansion formula to expand the nonlinear term up to the N-th order, we establish a high-order asymptotic expansion in terms of a small parameter of the solution.
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Published
30-06-2025
How to Cite
Đoàn, T. N. Q., & Dương, T. M. T. (2025). ASYMPTOTIC EXPANSION OF THE SOLUTION TO THE ROBIN-DIRICHLET PROBLEM FOR THE NONLINEAR WAVE EQUATION WITH VISCOUS ELASTIC TERMS. HUFLIT Journal of Science, 9(2), 31. Retrieved from https://vjst.net/index.php/hjs/article/view/255
