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This grid technique is used because density measures are very sensitive to zone size.
Personal construct theory (which underpins the repertory grid technique) is introduced, and the technique and its administration is discussed.
In order to solve the bivariate PBE an extended sectional grid technique is developed with improved computational efficiency.
A new multi-layer moving-embedded grid technique is proposed to reduce the numerical dissipation of the tilt-rotor wake in a conversion mode.
The multi-block docking grid technique is designed for different regions of flow field in physical space with self-adaptive adjustment.
Second, the staggered grid technique is proved (within the considered test cases) to be efficient and reliable for thermoelastic analysis in FGMs without any undesirable discontinuous distribution.
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The method and a variant based on an adaptive grid technique are tested on a variety of sample problems and are shown to provide high accuracy with low storage requirements.
Unlike the commonly used perfectly matched layers (PML), the super-grid technique is stable for general anisotropic material, because it is based on a coordinate stretching combined with an artificial dissipation.
Subsequently, an innovative design criteria matrix (DCM) constructed using repertory grids technique is rated with regard to specific design option.
A local grid adaptation technique is used to increase the grid density where required.
A grid transformation technique is used to map the nonuniform grid to a uniform one.
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