Wave motions play an important role in fluid dynamics and engineering issues. In this paper,
a systematic study to the generalized KdV–Burgers–Kuramoto equation is presented resort …

In this paper two approaches including the Tanh-expansion method and G/G2-expansion
method are introduced to find a hierarchy of traveling wave solutions to the integrable KdV …

In this work, the propagation of nonlinear electrostatic shock wave structures in an
anisotropy pressure magnetoplasma composed of warm inertial ions and inertia-less …

In this paper, Lie symmetry reduction, power series solutions, convergence analysis and
conservation laws have been examined for the space-time fractional KdV–Burger–Kuramato …

The current work focuses on the solutions of the Kadomtsev and Petviashvili (KP) equation,
which models nonlinear waves in a dispersive medium. The modified auxiliary equation …

Fluid mechanics and the transport of blood gases play an important role in understanding
how constitutive relations of the arterial system contribute to human functioning within …

In this paper, for the Cooper‐Shepard‐Sodano equation, some conservation laws are
obtained by applying the multiplier method. Furthermore, we study this equation from the …

In recent years, deep learning models have emerged as a popular numerical method for
solving nonlinear partial differential equations (PDEs). In this paper, the improved physical …

A (2+ 1)-dimensional fourth order Burgers–KdV equation with variable coefficients (vcBKdV)
is studied here and interesting wave-type solutions with variable amplitudes and velocities …

In this paper, we study a (2+ 1) dimensional KdV-mKdV equation, which models many
physical phenomena of mathematical physics. This equation has two integral terms in it. By …