Transversely Isotropic Magneto-Visco Thermoelastic Medium with Vacuum and without Energy Dissipation

Publish Year: 1397
نوع سند: مقاله ژورنالی
زبان: English
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JR_JSMA-10-2_014

تاریخ نمایه سازی: 12 اسفند 1398

Abstract:

In the present investigation the disturbances in a homogeneous transversely isotropic magneto-Visco thermoelastic rotating medium with two temperature due to thermomechanical sources has been addressed. The thermoelasticity theories developed by Green-Naghdi (Type II and Type III) both with and without energy dissipation has been applied to the thermomechanical sources. The Laplace and Fourier transform techniques have been applied to solve the present problem. As an application, the bounding surface is subjected to concentrated and distributed sources (mechanical and thermal sources). The analytical expressions of displacement, stress components, temperature change and induced magnetic field are obtained in the transformed domain. Numerical inversion techniques have been applied to obtain the results in the physical domain. Numerical simulated results are depicted graphically to show the effect of viscosity on the resulting quantities. Some special cases of interest are also deduced from the present investigation.                         

Authors

R Kumar

Department of Mathematics, Kurukshetra University, Kurukshetra, Haryana , India

P Kaushal

Research Scholar ,IKG Panjab Technical University, Kapurthala ,Punjab, India

R Sharma

Department of Mathematics, DAVIET, Jalandhar ,Punjab, India

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  • Arani A.G., Salari M., Khademizadeh H., Arefmanesh A., 2009, Magneto ...
  • Atwa S.Y., Jahangir A., 2014, Two temperature effects on plane ...
  • AI-Basyouni K.S., Mahmoud S.E., Alzahrani E.O., 2014, Effect of rotation, ...
  • Boley B.A., Tolins I.S., 1962, Transient coupled thermoelastic boundary value ...
  • Borrelli A., Patria M.C., 1991, General analysis of discontinuity waves ...
  • Chandrasekharaiah D. S., 1998, Hyperbolic thermoelasticity: A review of recent ...
  • Chen P.J., Gurtin M.E., 1968, On a theory of heat ...
  • Chen P.J., Gurtin M.E., Williams W.O., 1968, A note on ...
  • Chen P.J., Gurtin M.E., Williams W.O., 1969, On the thermodynamics ...
  • Corr D.T., Starr M.J.,Vanderky Jr.R., Best T.M., 2001, A nonlinear ...
  • Das P., Kanoria M., 2014, Study of finite thermal waves ...
  • Dhaliwal R.S., Singh A., 1980, Dynamic Coupled Thermoelasticity, Hindustan Publisher ...
  • Ezzat M.A., Awad E.S., 2010, Constitutive relations, uniqueness of solution ...
  • Ezzat M.A., 1997, State approach to generalized magneto- thermoelasticity with ...
  • Freudenthal A.M., 1954, Effect of rheological behavior on thermal stresses, ...
  • Green A.E., Naghdi P.M., 1991, A re-examination of the basic ...
  • Green A.E., Naghdi P.M.,1992, On undamped heat waves in an ...
  • Green A.E., Naghdi P.M., 1993, Thermoelasticity without energy dissipation, Journal ...
  • Hilton H.H., 2014, Coupled longitudinal 1–d thermal and viscoelastic waves ...
  • Honig G., Hirdes U., 1984, A method for the inversion ...
  • Iesan D., Scalia A., 1989, Some theorems in the theory ...
  • Kaliski S., 1963, Absorption of magneto-viscoelastic surface waves in a ...
  • Kaushal S., Kumar R., Miglani A., 2011, Wave propagation in ...
  • Kaushal S., Sharma N., Kumar R., 2010, Propagation of waves ...
  • Khademizadeh H., Arani A.G., Salari M., 2008, Stress analysis of ...
  • Kumar R., Chawla V., Abbas I.A., 2012, Effect of viscosity ...
  • Kumar R., Devi S., 2010, Magneto thermoelastic (Type-II and III) ...
  • Kumar R., Kansal T., 2010, Effect of rotation on Rayleigh ...
  • Kumar R., Mukhopdhyay S., 2010, Effects of thermal relaxation times ...
  • Kumar R., Rupender., 2009, Effect of rotation in magneto-micro polar ...
  • Kumar R., Sharma K.D., Garg S.K., 2014, Effect of two ...
  • Lofty K., Hassan W., 2013, Effect of rotation for two ...
  • Mahmoud S.R., 2013, An analytical solution for effect of magnetic ...
  • Othman M.I.A., Zidan M.E.M., Hilai M.I.M., 2013, Effect of rotation ...
  • Pal P.C., 2000, A note on the torsional body forces ...
  • Press W.H., Teukolshy S.A., Vellerling W.T., Flannery B.P., 1986, Numerical ...
  • Quintanilla R., 2002, Thermoelasticity without energy dissipation of materials with ...
  • Sarkar N., Lahiri A., 2012, Temperature rate dependent generalized thermoelasticity ...
  • Sharma N., Kumar R., Lata P., 2015, Disturbance due to ...
  • Sharma K., Bhargava R.R., 2014, Propagation of thermoelastic plane waves ...
  • Sharma K., Marin M., 2013, Effect of distinct conductive and ...
  • Sharma S., Sharma K., Bhargava R.R., 2013, Effect of viscosity ...
  • Singh B., Bala K., 2012, Propagation of waves in a ...
  • Slaughter W.S., 2002, The Linearized Theory of Elasticity, Birkhausar. ...
  • Voigh W., 1887,Theoritishestudien under der Elastizitatsner – haltnirse der Kristalle, ...
  • Warren W.E., Chen P.J., 1973, Wave propagation in the two ...
  • Yadav R., Kalkal K.K., Deswal S., 2015, Two-temperature generalized thermo ...
  • Youssef H.M., 2006, Theory of two temperature generalized thermoelasticity, IMA ...
  • Youssef H.M., 2011, Theory of two - temperature thermoelasticity without ...
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