This study suggests a new approach for solving telegraph equation, commonly called
damped wave equation, arising in electromagnetic waves and propagation of electrical …

This paper presents mathematical modelling of telegraph equations and as an application of
transmission lines in electrical signals and gives a survey of the results on the development …

The telegraph equation describes various phenomena in many applied sciences. We
propose two new efficient spectral algorithms for handling this equation. The principal idea …

The purpose of this paper is to find approximate solutions to the fractional telegraph
differential equation (FTDE) using Laplace transform collocation method (LTCM). The …

In this paper, we analyze and implement a new efficient spectral Galerkin algorithm for
handling linear one-dimensional telegraph type equation. The principle idea behind this …

In this paper, a meshless collocation method with barycentric rational interpolation is
proposed to find and represent the solution of the two-dimensional hyperbolic telegraph …

We present a high‐order shifted Gegenbauer pseudospectral method (SGPM) to solve
numerically the second‐order one‐dimensional hyperbolic telegraph equation provided with …

The efficient and accurate numerical modelling of Biot's equations of poroelasticity requires
the knowledge of the exact stability conditions for a given set of input parameters. Up to now …

Singular and highly oscillatory ordinary differential equations (ODEs) are of great scientific
significance, since they frequently arise in practice. Hence, in this paper, we present a Block …

We demonstrate the existence of a unique solution to a nonhomogeneous telegraph
initial/boundary value problem on the unit square in an appropriate binary reproducing …