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Summary. This paper introduces a new integral formulation for displacement prescribed problems in linear elasticity. The formulation uses a weakly singular kernel and extends to the case of linear elasticity the integral formulation introduced by Mikhlin [1] to solve Dirichlet problems for Laplace’s equation in multiply connected domains. A detailed proof of the proposed formulation is given for displacement...
Mixed convection flow of an absorbing fluid up a uniform nonDarcy porous medium supported by a semi-infinite ideally transparent vertical flat plate due to solar radiation is considered. The external flow field is assumed to be uniform, the effect of the radiation parameter in the boundary layer adjacent to the vertical flat plate with fluid suction/injection through it is analyzed in both aiding...
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