Browsing by Author "Arshed, S, Raza, N, Kaplan, M"

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    Painlevé analysis, dark and singular structures for pseudo-parabolic type equations
    (2022-08-10) Arshed S., Raza N., Kaplan M.; Arshed, S, Raza, N, Kaplan, M
    In this paper, two important pseudo-parabolic type equations are studied for extracting soliton solutions via the generalized projective riccati equations method. These equations are Oskolkov equation and Oskolkov-Benjamin-Bona-Mahony-Burgers equation. The proposed method extracts dark soliton and singular soliton. Furthermore, the Painlevé test (P-test) has also been employed on pseudo-parabolic type equations for investigating integrability. The proposed equations are proved to be integrable by P-test. The numerical simulations have also been carried out by 3D and 2D graphs of some of the obtained solutions.