Stress Analysis - Plane Strain

Plane Strain

If one dimension is very large compared to the others, the principal strain in the direction of the longest dimension is constrained and can be assumed as zero, yielding a plane strain condition (Figure 7.2). In this case, though all principal stresses are non-zero, the principal stress in the direction of the longest dimension can be disregarded for calculations. Thus, allowing a two dimensional analysis of stresses, e.g. a dam analyzed at a cross section loaded by the reservoir.

Read more about this topic:  Stress Analysis

Famous quotes containing the words plane and/or strain:

    Even though I had let them choose their own socks since babyhood, I was only beginning to learn to trust their adult judgment.. . . I had a sensation very much like the moment in an airplane when you realize that even if you stop holding the plane up by gripping the arms of your seat until your knuckles show white, the plane will stay up by itself. . . . To detach myself from my children . . . I had to achieve a condition which might be called loving objectivity.
    —Anonymous Parent of Adult Children. Ourselves and Our Children, by Boston Women’s Health Book Collective, ch. 5 (1978)

    That strain again, it had a dying fall;
    O, it came o’er my ear like the sweet sound
    That breathes upon a bank of violets,
    Stealing and giving odor. Enough, no more,
    ‘Tis not so sweet now as it was before.
    William Shakespeare (1564–1616)