Transactions of the Japan Society of Mechanical Engineers
Online ISSN : 2185-9485
Print ISSN : 0029-0270
ISSN-L : 0029-0270
Stress in a Plate Containing an Infinite Row of Holes
Akira ATSUMI
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1952 Volume 18 Issue 71 Pages 1-6

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Abstract
In this present paper, in order to solve the general problems of the stress distributions in an infinite plate having an infinite row of equal and equally spaced holes the tractions applied to which are regarded as similar, using almost the same method used by Howland in his paper published in 1935, the three stress functions x1, x2 and x3 are introduced anew. x1 is even in x and odd in y axis, x2 is odd in x and even in y axis, and x3 is odd in x and y axis, and they are expressed by means of some sets of periodic functions all derivable from one fundamental function. The results obtained are applied to the problems of the cases of simple bending or shearing and these stress distriburions are obtained clearly.
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