Arshed S.Raza N.Kaplan M.2023-04-112023-04-122023-04-112023-04-122022-08-102179849https://hdl.handle.net/20.500.12597/3967In 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.falsegeneralized projective Riccati equations method | Painlevé test | pseudo-parabolic type equations | soliton | Traveling wave transformationArticle10.1142/S02179849225010442-s2.0-85133122817