Sentence examples for maximum stress function from inspiring English sources

(c) Comparisons of the sectional maximum stress function.

As shown in Equation 22, we can obtain an iso-stress (the sectional maximum stress function is constant) design via the maximum stress-based model.

The dimensionless cross-sectional area fields, displacement function, and the sectional maximum stress function of compliance are A ˜ C x ˜ = 3 x ˜ 2 v ˜ σ max x ˜ = 2 9 x ˜ ln x ˜ − x ˜ + 1 x ˜ ≠ 1 2 9 x ˜ = 1 σ ˜ σ max = 1 27.

The corresponding displacement function and the sectional maximum stress function are v v max = 27 Q L 11 3 686 E W 0 2 3 x 7 3 − 7 L 4 3 x + 4 L 7 3 σ v max = 27 243 Q L 7 2 W 0 3 2 x.

The corresponding displacement function and the sectional maximum stress function are v σ max = 81 q L 14 / 3 98 E W 0 2 3 x 4 / 3 − 4 L 1 / 3 x + L 1 / 3 σ σ max = 243 343 q L 7 2 W 0 3 2. Open image in new window (23).

The dimensionless cross-sectional area fields, displacement function, and the sectional maximum stress function of compliance are A ˜ v max x ˜ = 7 3 x ˜ 4 3 v ˜ v max x ˜ = 27 686 ( 3 x ˜ 7 3 − 7 x ˜ + 4 ) σ ˜ v max = 27 243 x ˜.

For this purpose, a combined traction/torsion loading has been considered and the endurance curve has been reported in terms of both load factor and von Mises maximum stress as a function of the number of cycles to failure.

Therefore, the maximum stress is an implicit function with respect to material distribution.

(2 where D i (X) is the optimization objective, f1 X) is the constraint function including the maximum stress and strain of a part, f is the constraint boundary of the constraint function, X i is the optimization variables of structural feature size, respectively.

This reduced maximum Gs (because of the stress function in the model – see Fig. 2).

The elastic stiffness, yield strength, dissipated energy, and maximum stress were measured as a function of cycle number and plastic strain amplitude.