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The methodology developed for the DSO allows it to manage the grid and solve operational problems that may appear by controlling EVs charging.
Then, we interpolate the stream function into a 2-km grid and solve the energy equation.
We apply a finite difference method on an equidistant grid and solve the resulting chemotaxis system by Newton's method.
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The governing equations for the continuous phase are discretized using a finite volume method on an unstructured grid and solved by the algebraic multi-grid (AMG) method.
The proposed model is then simplified for a spherical particle, made dimensionless, projected onto a fixed grid, and solved using an explicit numerical scheme.
These linear variable coefficient equations are discretized on a deforming computational grid and solved efficiently using a multiple-grid Lax-Wendroff scheme.
This paper establishes theoretical foundation for the research about integrating large scale wind power into weak grid, and solves technical problems to guarantee safe operation of weak grid with large scale wind power integration.
It can also be applied to the microgrid system that operates in an off-grid manner and solve the problems of back-up power important load and difficulty in providing power for remote rural areas.
It tracks the moving boundary using triangulated surface grids and solves the flow governing equations on a stationary Cartesian grid.
Identifying the technical requirements for grid interconnection and solving the interconnect problems such as islanding detection, harmonic distortion requirements and electromagnetic interference are therefore very important issues for widespread application of PV systems.
PDEs were integrated over the radial coordinate (2000 grid points) and solved at a concentration accuracy of 0.01 nM.
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