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These tests have been extended to bivariate outcomes, but calculation of boundary values is computationally intensive.
An independent calculation of boundary properties for an infinitely flanged pipe is made, based on previously known analytical solutions.
However, likewise the small-scale cases, there are still difficulties in the calculation of boundary shear stress over the shear layer region.
To efficiently design such a compensator satisfying stability requirement, this study proposes a systematic approach, including stabilizing gain selection and analytical calculation of boundary gains of the EUPI irreversible component.
The resulting deformed areas of the capillary cross-sections are determined and used in the calculation of boundary conditions for the diffusion model.
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Iterative calculation of boundaries under various penalty values can identify the maximum penalty value above which each boundary cannot be detected anymore.
The generalizations include the numerical calculation of the boundary condition acting upon the reduced MD region, as such boundary conditions are analytically intractable for realistic three-dimensional crystal structures.
Calculation of conservative boundary forces and torques is also presented for the case of weakly enforced boundary conditions.
These procedures also allow calculation of required boundary derivatives.
Hence, approaching the border with a high polynomial degree can preserve the accuracy of the calculation of this boundary.
In the present study, the calculation of free boundary axisymmetric tokamak equilibrium has been presented via the meshfree numerical method.
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