Transverse Flexure of a Thin Plate Containing Infinite Parallel Rows of Holes

Abstract

The problem of finding stress resultants in an infinite plate under bending which contains infinite rows of circular holes of equal radius with their centers placed periodically along the horizontal and vertical lines is discussed on the basis of the Poisson‐Kirchhoff theory of thin plates. The parametric coefficients involved in the solution are determined by using the method of perturbation. For some special cases, numerical results are given.