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On Solutions of an Extended Nonlocal Nonlinear Schrödinger Equation in Plasmas
The parity-time symmetric nonlocal nonlinear Schrödinger equation with self-consistent sources (PTNNLSESCS) is used to describe the interaction between an high-frequency electrostatic wave and an ion-acoustic wave in plasmas. In this paper, the soliton solutions, rational soliton solutions and rogue wave solutions are derived for the PTNNLSESCS via the generalized Darboux transformation. We find that the soliton solutions can exhibit the elastic interactions of different type of solutions suchdoi:10.3390/math8071099 fatcat:ythdnmkf7rhepe5bmoffhk2of4