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For the compressible/compressible case, the explicit secular equation is derived by using the effective boundary condition method.
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This approach results in a significant reduction in the number of degrees of freedom and makes the simulations in arbitrary domains using effective boundary conditions computationally efficient in terms of both speed and memory requirement.
To achieve this goal highly accurate electrical potentials of rf multipole traps and the resulting effective trapping potentials are calculated using the boundary element method (BEM).
Smoothing and attenuation was performed using the boundary correction method.
If this is correct, then it could be argued that the hippocampal lesions were effective by making it difficult for subjects to use the boundary to indentify where the platform was located.
The region boundaries are then refined using the bidirectional CUSUM approach (see Boundary refinement).
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We use the modules' boundaries as a guide to perturbations.
The semi-analytical solutions to the radial, tangential and vertical effective stresses are obtained using the Lagrangian method and the elastic plastic (EP) boundary conditions.
At the low boundary, we determine OGW amplitude and effective horizontal wave number using the analysis of forces affecting the atmospheric flow moving over the effective elliptical mountain barrier developed by Phillips (1984).
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