Transactions of the Architectural Institute of Japan
Online ISSN : 2433-0027
Print ISSN : 0387-1185
ISSN-L : 0387-1185
AN ANALYSIS OF STATICALLY INDETERMINATE SPACED TRUSSED FLAT PLATE BY DIFFERENTE EQUATION : Solution of Crossed Partial Linear Difference Equation : With Boundary Condition of Four Pointed Supports Continuous In Edges.
HIROSHI KITAMURAMIZUO YAMADA
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1965 Volume 109 Pages 35-41

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Abstract
In the previous report, we have dealt with the general solution of crossed partial linear difference equation which was expressed in term of stress or deformation about spaced trussed plate having infinite lattice element with simply supported edges. Now, we shall proceed our discussion with the study made on to the solution for boundry condition with four pointed supports continuous in edges by the same method mentioned in the previous report. To begin with, the very same procedures can be applied for the solution of homogeneous difference equation and then inhomogeneous difference equation af referred to in the previous article, except that we must consider the conditions of horizontal deformation, for the equation is indefinite only in case of symmetric condition when calculating equation of stress and force.
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© 1965 Architectural Institute of Japan
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