The phrase "analytical stress" is correct and usable in written English.
It can be used in contexts related to analysis, particularly in fields like psychology, engineering, or data analysis, where stress is evaluated or measured analytically.
Example: "The researchers measured the analytical stress levels of participants during the experiment to understand their responses to various stimuli."
Alternatives: "evaluative pressure" or "analytical strain".
Structural models can be particularly useful in analysis of arch dams and in verifying analytical stress calculations.
Results show good agreement with both analytical stress distribution solutions and experimental fracture path results.
Ideally, these design guidelines are based on analytical stress solutions that are easy to incorporate within circuit design tools.
Hence, a two-dimensional analytical stress function approach is used which takes through-thickness normal stresses into account.
The analytical stress calculation procedure for orthotropic material with a cavity is reviewed and a slightly different result is proposed.
β for this problem is 0.9976 (Saouma 2000), so the analytical stress intensity factor (Eq. 19) is computed, 7.91 MPa m0.5.
The analytical stress-level work showed that contrary to what, on a first thought basis, might be expected, there were no major stress problems.
The experimental data are fit to the analytical stress-strain solution of the spherical indentation in order to obtain the parameters.
Taking advantage of the unified analytical frame, stress and strain distributions ahead of the notch tip are determined for different nonlinear material laws, those most commonly used by engineers engaged in nonlinear notch analyses.
Approximate equivalent radius solutions are then determined in order to use the analytical structural stress solutions for a rigid inclusion in a circular plate to calculate the structural stress solutions along the circumference of the rigid inclusion in a square plate.
The analytical shear stress coefficient (k_{1}^{prime prime }) can be calculated using Eq. (5) and (k_{text{MO}}^{prime prime }) can be calculated using Eq. (18).
