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We present a grid method to solve the time dependent Schrödinger equation (TDSE).
He used the Renaissance grid method to scale up sketches to jumbo proportions, a technique he learned from his fellow sign painters, whom he describes, with possible exaggeration, as "at least 20 to 50 years older than me".
Applications of the composite grid method to various model problems with complex geometry are used to illustrate the characteristics of the present procedure.
This paper deals with the application of a moving grid method to the solution of a phase-field model for dendritic growth in two- and three-dimensions.
We successfully developed a reference grid method to analyze individual grains using: (1) helium ion microscopy to capture micron to sub-nanometer imagery of mineral-organic interactions; and (2) scanning electron microscopy to quantify elemental distribution on the same surfaces via element mapping and point analyses.
The main originality of this work is to rely on a full-field measurement technique, namely the grid method, to estimate the strain fields that really occur in the specimens under test.
Similar(51)
The effect of slip on detwinning behavior of a wrought Mg alloy has been investigated, using a micro-grid method to measure the local strain.
The proposed algorithm uses the octree-based 3D-grid method to handle a large amount of unordered sets of point data.
Using the FVM with the unstructured grids method to discretize the control equation of Navier Stokes was introduced for illuminating the above numerical simulation procedure.
We apply multi-grid methods to study steady state densities for hopping diffusion in two-dimensional random media.
Ongoing work focuses on development and application of deterministic mathematical operators (physics-based multi-grid methods) to accelerate solutions of stochastic Monte Carlo neutral particle transport, to enable efficient multi-physics coupling to thermal conduction and fluid flow, and to extend Monte Carlo transport applications into the time domain.
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