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It is found the minimum shear stress range criterion provides crack paths closer to the experimental results than those obtained using MTS criterion.
The technique is based on combining the eXtended Finite Element Method (XFEM) with two fatigue crack growth criteria, namely Maximum Tangential Stress (MTS) and minimum shear stress range.
An alternative is the shear plane yield criterion, in which the minimum shear stress on the shear band trajectory determines yield.
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The direction of the maximum and minimum shear stresses is 45° with respect to the maximum and minimum horizontal stresses.
This model is applied to search for the optimal variable-fiber orientation in the coupler that induces the minimum adhesive hoop shear stress.
Mechanisms responsible for precipitation hardening of the alloy under different microstructural conditions have been identified on the basis of minimum critical resolved shear stress computed theoretically for competing mechanisms.
Following steady flow at 1 s−1, a reversal of flow direction or a very short interruption in flow did not lead to the maxima or minima in the transient shear stress, but the maxima and the minima reappeared in the transient stress after a rest time of ∼1000 s.
This is a minimization problem which contain three main variables are coil diameter (CD), wire diameter (WD), and the number of active coils (NAC) under some restrictions such as minimum deflection, surge frequency, and shear stress.
Even though a cell adhered to a coverslip and exposed to 2.2 dyn/cm experiences a wide distribution of fluid shear stresses on its membrane surface, most of the cell membrane is subjected to a minimum of 0.5 dyn/cm of shear stress, 10 a level that was shown to induce pseudopod retraction.
We also examine the effects of the maximum and minimum horizontal stresses, shear stresses and depletion on the fracture initiation, breakdown, propagation and containment.
Usually such an amplitude is characterized by the radius of the Minimum Circumscribed Circle (MCC) to the shear stress vector history in a material plane.
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