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Maximum Principal Stress or Tresca Criterion

The maximum principal stress criterion for failure simply states that failure (by yielding or by fracture) would occur when the maximum principal stress reaches a critical value (ie., the material s yield strength, ays, or fracture strength, a/, or tensile strength, aurs)- For a three-dimensional state of stress, given in terms of the Cartesian coordinates x, y, and z in Fig. 2.1 and represented by the left-hand matrix in Eqn. (2.1), a set of principal stresses (see Fig. 2.1) can be readily obtained by transformation  [Pg.9]

Assume that the largest principal stress is ai, the failure criterion is then given by Eqn. (2.2). [Pg.10]

It is recognized that failure can also occur under compression. In that case, the strength properties in Eqn. (2.2) need to be replaced by the suitable ones for compression. [Pg.10]




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