Trial Equation Method for Exact Travelling Solutions of Fifth Order Caudrey-Dodd-Gibbon Equation

Journal Title: Scholars Journal of Engineering and Technology - Year 2014, Vol 2, Issue 3

Abstract

Under the travelling wave transformation, some nonlinear partial differential equations such as the fifth order Caudrey-Dodd-Gibbon equation are transformed to ordinary differential equation. Then Using trial equation method and combing complete discrimination system for polynomial, the classifications of all single traveling wave solution to this equation are obtained. Keywords: the nonlinear partial differential equation; complete discrimination system for polynomial; trial equation method; traveling wave transform; the fifth order Caudrey-Dodd-Gibbon equation

Authors and Affiliations

Li Yang

Keywords

Related Articles

Problem of Transport Network Analysis for Identifying Bottlenecks

Abstract:The analysis was done and an algorithm was developed for calculating a route in the urban transport network. Based on the input data, this algorithm determines the capability to pass the given flow between two p...

Diagnostics of Motor Oil Quality by Using the Device Based on Surface Plasmon Resonance Phenomenon

We demonstrate the possibility to examine quality of motor oil by using the method of surface plasmon resonance (SPR) for comparing values of refractive indexes inherent to initial and used oil. It was experimentally sho...

Techniques for Enhancing Voice over Internet Protocol (VoIP) Quality of Service (QoS) Over Wireless LANs

The ground breaking impact of VoIP or IP Telephony in contemporary society’s telecommunication is monumental, colossal, abysmal, enormous and massive. This work presents controversies, issues, and problems bordering on...

Evaluation of Water and Wastewater Companies of Sistan and Baluchestan Province Using Russell Modified Model Based on DEA

Undoubtedly, skilled and expert human work force is the biggest asset and the corner stone of progress in every Service Company and organization. Reinforcing and creating modern skills in work force in order to increase...

New Matrix Representation of Kinematic Chains and Determination of Isomorphism

This paper presents a new method for representing a kinematic chain by a matrix known as chain identification matrix(CIM),which uniquily represents nonisomorphic chains as the eigen vectors of the eigen values of the cha...

Download PDF file
  • EP ID EP384570
  • DOI -
  • Views 78
  • Downloads 0

How To Cite

Li Yang (2014). Trial Equation Method for Exact Travelling Solutions of Fifth Order Caudrey-Dodd-Gibbon Equation. Scholars Journal of Engineering and Technology, 2(3), 472-476. https://europub.co.uk/articles/-A-384570