Three Part Boundary Value Problems in Potential and Axially Symmetric Generalized Potential Theories with Some Applications in Elasticity and Fluid Dynamics. I

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概要

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• There part and generalized part boundary value problems in potential theories and related problems are considered for the case of an annular disk shaped lamina when the difference between the inner and he outer radii is small. Using Green's function approach, the problems are formulated as Fredholm integral equations of the first kind. Solutions of the potential problem due to a double lamina and the indentation problem of an elastic half space by an annular punch are derived by using the method developed in this note. We also consider the disturbance due to and annular disk placed in a flow of an inviscid fluid. Expressions for several physical quantities are derived as a power series of a small parameter.

• 社団法人日本物理学会の論文
• 1974-08-15

著者

• PASHA Mohammed

  Department of Pharmacokinetics and Drug Metabolism, S*BIO Pte Ltd.

• Pasha Mohammed

  Department Of Petroleum And Natural Gas 25 Mineral Industries Building Pennsylvania State University

• Latif Pasha

  Department of Petroleum and Natural Gas, 25 Mineral Industries Building, Pennsylvania State University

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• Three Part Boundary Value Problems in Potential and Axially Symmetric Generalized Potential Theories with Some Applications in Elasticity and Fluid Dynamics. I
• Three Part Boundary Value Problems in Potential and Axially Symmetric Generalised Potential Theories with Some Applications in Elasticity and Fluid Dynamics. II

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