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| | Articles of Volume : 1 Issue : 44 ( 22, May - 2014) | | | | 94 | Quasi-Static transient Thermal Stresses in a Robin's thin Rectangular plate with internal moving heat source | | By : D. T. Solanke and M. H. Durge | | Abstract : This paper concern with the transien t non-homogeneous thermoelastic problem
with Robin’s boundary condition in thin rectangula r plate of is otropic material,
occupying region R: 0 , 0 , 0 x a y b z c £ £ £ £ £ £ where , , b a c b < < c is very small as
compared to b . Initial temperature of the pla te is ( , , ) f x y z and plate is pl aced in an
ambien t temperature zero. The plate is subjected to the activ ity of moving point
heat source at point ( , , ) x y z ¢ ¢ ¢ moving with constant vel ocity vector
1 2 3
u u i u j u k = + +
where
1 2 3
, , u u u are the component of velocity vector along , , x y z axes respectiv ely.
The heat conduction equation containing heat generati on term is solve d by
applyi ng integral transform technique and Green’s theorem is adopted in derivin g
the solution of heat conduction equation. The solution is obtained in a series form
of trigonometric function and the thermal str esses are derive d. | | | | Author Profile | Full-Text PDF |View Video | |
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