Application of adaptive time marching scheme in exponential basis function method in simulating solitary wave propagation

Author:

Rafizadeh Amin,Zandi Sayed MahdiORCID,Shanehsazzadeh Ahmad

Publisher

Springer Science and Business Media LLC

Subject

Water Science and Technology,Environmental Chemistry

Reference25 articles.

1. Li Y (2000) Tsunamis: non-breaking and breaking solitary wave run-up. PhD thesis, California Institute of Technology

2. Wazwaz AM (2009) Partial differential equations and solitary wave theory. Higher Education Press Springer, Berlin

3. Russel JS (1845) Report on waves. In: Proceeding of 14th meeting, British association for the advancement of science, pp 311–390

4. Daily JW, Stephan SC (1952) The solitary wave: its celerity, internal velocity and amplitude attenuation in a horizontal smooth channel. In: Proceeding of 3rd conference, coastal engineering, pp 13–30

5. Wiegel RL (1955) Laboratory studies of gravity waves generated by the movement of a submarine body. EOS Trans Am Geophys Union 36:759–774

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