International Journal of Statistika And
Mathematika E-ISSN: 2249-8605
Volume 2, Issue 1, 2012 pp 01-04
Date of Publish: 05 January 2012
Research Article
Study of an Exact
Solution of Steady-State Thermoelastic problem of an Annular Disc
P.B. Gaikwad1 and K.P.
Ghadle2
1Department
of Mathematics, Dr. Babasaheb Ambedkar Marathwada University, Aurangabad
(MS) India.
2Department
of Mathematics, Dr. Babasaheb Ambedkar Marathwada University, Aurangabad
(MS) India.
Academic Editor: Dr.
Jadhav V.A.
References
[1]Dange, W.K., Khobraade, N.W., and Varghese, V., Two dimensional
transient problems for a thick annular disc in thermoelasticity. Far
East Journal of Applied Mathematics, Vol.43, 205-219, 2009.
[2]Grysa, K., Cialkowski, M. J and Kaminski H., An inverse
temperature field of theory of thermal stresses. NUCL. Eng. Des. Vol.64.
161-184, 1981.
[3]Gaikwad K.R., Ghadle K.P., A note of Quasi-Static Thermal
Stresses in Steady State Thick Annular Disc.Acta Ciencia
Indica,Vol.XXXVI M,No.3,385, 2010.
[4]Gaikwad K.R.,Ghadle K.P., An Inverse Quasi-Static Thermal
Stresses in Thick Annular Disc., International Journal of Applied
Mathematics & Statistics. Vol.19. D10, 2010.
[5]Nowacki, W., Thermoelasticity Mass. Addition-Wesley Publication
Co. Chapter-1, 1962.
[6]Ozisik N.M., Boundary value problem of Heat Conduction,
International text book, Comp. Scranten, Pennsylvania, pp.481-492, 1968.
[7]Sneddon, I.N., The use of integral transform, McGraw Hill, New
York, 235-238, 1972.
[8]Noda, N., An inverse problem of coupled thermal stress fields in
a circular cylinder, JSME,Intermational Journal,Ser.A.32, pp.791-797,
1989.
Copyrights statperson consultancy www
Copyrights
�
statperson consultancy www.statperson.com
2013. All Rights Reserved.