Riccari Equation Expansion Approach to Construct Complex Wave Solutions for the Related Schrödinger Equation-Reference-Cited by-同舟云学术

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Riccari Equation Expansion Approach to Construct Complex Wave Solutions for the Related Schrödinger Equation

Published:2014-06 Issue: Volume:945-949 Page:2480-2485
ISSN:1662-8985
Container-title:Advanced Materials Research
language:
Short-container-title:AMR

Author:

Pan Zhen Huan¹,Ma Song Hua¹

Affiliation:

1. Zhejiang Lishui University

Abstract

Starting from the Riccari equation()expansion approach and a linear variable separation approach, some new complex wave solutions with of the related SchrÖdinger (RS) equation,are derived.

Publisher

Trans Tech Publications, Ltd.

Subject

General Engineering

Link

https://www.scientific.net/AMR.945-949.2480.pdf

Reference10 articles.

1. J. F. Zhang, G. P. Guo, F. M. Wu：New multi-soliton solutions and travelling wave solutions of the dispersive long-wave equations. Chin. Phys. B (2002) 11(6): 533-536.

2. Z.Y. Ma, C. L. Zheng：Two classes of fractal structures for the (2+1)-dimensional dispersive long wave system. Chin. Phys. B (2006) 15(01): 0045-0052.

3. J. M. Zhu, Z. Y. Ma： An extended Jacobian elliptic function method for the discrete mKdV lattice. Chin. Phys. B (2005) 14(01): 0017-0020.

4. J. P. Fang, C. L. Zheng ,J. M. Zhu, Q. B. Ren： New family of excite solutions and chaotic solitons of generalized Breor-Kaup system in (2+1)-dimensions via an extended mapping approach. Common Theory Phys (2005) 44(02): 203-208.

5. J. P. Fang, C. L. Zhen, Q. Liu： No propagating solution in (2+1)-dimensional dispersive long-water system. Commune Theory Phys (2005) 43(02): 245-250.

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