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The Quarterly Journal of Mechanics and Applied Mathematics 1957 10(2):183-190; doi:10.1093/qjmam/10.2.183
© 1957 by Oxford University Press
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A MIXED BOUNDARY-VALUE PROBLEM IN THE ELEMENTARY THEORY OF ELASTIC PLATES

V. T. BUCHWALD

( Birkbeck College )

This paper deals with the solution of a mixed boundary-value problem in the elementary theory of thin elastic plates. The plates are in the form of half-planes, with the boundaries partly clamped and partly simply supported. The solution involves the determination of a function, regular in the upper half-plane, the real part of the function being given on part of the boundary, and the imaginary part on the remainder of the boundary. The method of solution is illustrated by a number of examples, some involving isolated loads.


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