Solitary wave solution of a generalized fractional-stochastic nonlinear wave equation for a liquid with gas bubbles

HIGHLIGHTS

  • who: Wael W. Mohammed and collaborators from the Department of Mathematics, Collage of Science, University of Ha`il, Ha`il, Saudi Arabia have published the research: Solitary Wave Solution of a Generalized Fractional-Stochastic Nonlinear Wave Equation for a Liquid with Gas Bubbles, in the Journal: Mathematics 2023, 11, 1692. of /2023/
  • what: The authors define the conformable derivative (CD) and the standard Wiener process (SWP), and the authors explore some of its features. To explain the status of these solutions, the authors examine various graphs. In the following figures, the authors show the effect . . .

     

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