14 research outputs found
New Exact Solutions of a Generalized Shallow Water Wave Equation
Full text linkIn this work an extended elliptic function method is proposed and applied to
the generalized shallow water wave equation. We systematically investigate to
classify new exact travelling wave solutions expressible in terms of
quasi-periodic elliptic integral function and doubly-periodic Jacobian elliptic
functions. The derived new solutions include rational, periodic, singular and
solitary wave solutions. An interesting comparison with the canonical procedure
is provided. In some cases the obtained elliptic solution has singularity at
certain region in the whole space. For such solutions we have computed the
effective region where the obtained solution is free from such a singularity.Comment: A discussion about singularity and some references are added. To
appear in Physica Script
Synthesis of novel 1,2,3-thiadizoles and 1,2,3-selenadiazoles as new antimicrobial agents
No full text
Numerical expansion methods for solving systems of linear integral equations using interpolation and quadrature rules
No full textShifted Legendre method with residual error estimation for delay linear Fredholm integro-differential equations
No full textModified extended exp-function method for a system of nonlinear partial differential equations defined by seismic sea waves
No full textUsing Bernstein multi-scaling polynomials to obtain numerical solution of Volterra integral equations system
No full textMethod of Solving Linear System of Volterra Integro-Differential Equations Using the Single Term Walsh Series
No full textUnsteady Magnetohydrodynamic Flow with Heat and Mass Transfer between Two Parallel Walls under Variable Magnetic Field
No full text
