The present paper uses new approach and methodology to solve second order one
dimensional hyperbolic telegraph equation numerically by B-spline collocation method. It is …

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 …

We present a collocation method based on redefined extended cubic B-spline basis
functions to solve the second-order one-dimensional hyperbolic telegraph equation …

Hybrid cubic B-spline differential quadrature method (in brief, HCB-DQM) have been
proposed for the study of one space dimensional time dependent partial differential …

The book provides an introduction to deterministic (and some stochastic) modeling of
spatiotemporal phenomena in ecology, epidemiology, and neural systems. A survey of the …

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

This paper presents a new approach and methodology to solve the second-order one-
dimensional hyperbolic telegraph equation with Dirichlet and Neumann boundary …

A complete mathematical model of power transmission lines is obtained for time and space
dependent shunt parameters and time dependent series parameters. All possible initial and …

In this paper, a collocation approach is employed for the solution of the one-dimensional
telegraph equation based on cubic B-spline. The derived method leads to a tri-diagonal …

Objectives: This paper aims to compute the approximate solution of one dimensional (1D)
hyperbolic telegraph equation with appropriate primary and limiting conditions …