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Generalized Thermoelastic Problem Concerning Emi–Infinite Rods

1D. Raju   and  2D.Rama Murthy

1 Vidya Jyothi Institute of Technology, AzizNagar Gate, Hyderabad-500 075, India.

2 Professor (Retd.) of Mathematics, U.C.S., Osmania University, Hyderabad-500 007, India. E-mail: 20122102india@gmail.com

 

ABSTRACT

           In this paper, we have solved a generalized thermoelasticity problem concerning to semi – infinite thin rods subjected to velocity impact. To study the importance of the presence of the strain–acceleration term in the field equations, we have solved the problem 1) with 2) without the term containing strain- acceleration and obtained the solutions for small values of time. We analyzed the results by representing them graphically.

Key Words: Generalized thermoelasticity, Velocity impact, Strain – Acceleration,   Relaxation Constant, Stress-Strain relations.

AMS Mathematics Subject Classification: 34 B 40.

 

 

 

 

 

 

 

 


International eJournal of Mathematics and Engineering

Volume 3, Issue 3, Pages:  1666 - 1679