We investigate through the ansatz and auxiliary equation methods novel types of solitary
wave solutions for (2+ 1)-D coupled nonlinear electrical transmission lattice with wave …

The present work deal with the improved Fan's sub-ordinary differential equation (ODE)
method and peruse abundant soliton solutions for a fractional nonlinear coupled network …

This study reveals new voltage behaviors to the electrical transmission line equation in a
network system by using the newly presented sine-Gordon equation function method. It is …

In this paper, we deal with two distinct discrete techniques named the discrete Tanh method
and the differential-difference Jacobi elliptic functions sub-ODE method to extract abundant …

This study aims to identify soliton structures as an inherent fractional discrete nonlinear
electrical transmission lattice. Here, the analysis is founded on the idea that the electrical …

Soliton solutions of couple of nonlinear evolution equations (NLEEs) ascending for voltage
analysis in nonlinear electric transmission lines and electric signals in telegraph lines have …

This paper focuses on finding soliton solutions for an intrinsic fractional discrete nonlinear
electrical transmission lattice. Our investigation is based on the fact that for a realistic …

The present work describes the behavior of solitary and periodic waves in a nonlinear
electrical transmission line with linear dispersion. Based on the semidiscrete approximation …

In this paper, a novel approach for constructing exact solutions to nonlinear partial
differential equations is presented. The method is designed to be a generalization of the well …

This paper presents many new complex combined dark-bright soliton solutions obtained
with the help of the accurate sine-Gordon expansion method to the B-type Kadomtsev …