An inverse problem for the quasistatic thermoelastic system on the unit Disk

References

• Friedman , A. 1964 . Partial Differential Equations of Parabolic Type , Prentice-Hall, Inc .
   Google Scholar
• Gilbert , R.P. and Lin , W. 1985 . Function theoretic solution to problem of orthotropic elasticity . J. Elasticity , 15 : 143 – 154 .
   Web of Science ®Google Scholar
• Ladyzhenskaya , O.A. 1985 . The Boundary Value Problems of Mathematical Physics , New York : Springer .
   Google Scholar
• Lin , W. and Zhao , Y. 1997 . On plane stress boundary value problem of quasi-static linear thermoelasticity . Acta. Appl. Maths , 13 ( 4 ) : 385 – 394 .
   Google Scholar
• Lin , W. and Zhao , Y. 1995 . Numerical solution to problems concerning quasi-static thermoelasticity . Applicable Analysis , 57 ( 4 ) : 221 – 234 .
   Google Scholar
• Lin , W. and Zhao , Y. 1995 . On plane problem of orthotropic quasi-static thermoelasticity . J. Elasticity , 41 ( 4 ) : 161 – 175 .
   Google Scholar
• Shi , P. and Xu , Y. 1993 . Decoupling of the quasi-static system of thermoelasticity on the unit disk . J. Elasticity , 31 ( 4 ) : 209 – 218 .
   Google Scholar
• Wen , G. and Begehr , H. 1990 . Boundary Value Problems for Elliptic Equations and Systems Longman Sci & . Tech. England , 31 ( 4 )
   Google Scholar
• Xu , Y. 1990 . Dirichlet problem for a class of second order nonlinear elliptic systems . Complex Variable, Theory and Appl , 15 ( 4 ) : 241 – 258 .
   Google Scholar
• Zhao , Y. 1995 . On plane displacement boundary value problem of quasi-static linear thermoelasticity . Applicable Analysis , 56 ( 4 ) : 117 – 129 .
   Google Scholar
• Zhao , Y. 1997 . On the plane orthotropic stress problem of quasi-static thermoelasticity . J. Elasticity , 46 ( 4 ) : 199 – 216 .
   Google Scholar
• Zhao , Y. 1996 . An exact solution to plane orthotropic elasticity problem with rectangular boundaries under arbitrary edge forces . phil. Trans. R. Soc. Lond. A , 354 ( 4 ) : 2469 – 2511 .
   Google Scholar