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In this paper, the Mimetic Finite Difference method and Finite Volume Method are used to improve the numerical solution of the embedded discrete fracture model, the improved method can deal with permeability tensor and can be used to simulate fractured reservoir with complex geometrical shape, which fails to be solved by the primal method based on the finite difference method.
Significant improvements to the capabilities of computer hardware and software have helped improve the numerical modeling techniques.
This paper aims to improve the numerical modelling for ductile adhesive bonded joints.
An iterative routine, combined with the topological concept of homotopy, is used to improve the numerical performance.
Some upper and lower bounds for the mother wavelet's parameters are given in order to improve the numerical computation.
This work proposes to improve the numerical performance in the rational modeling of full frequency dependent transmission lines.
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Improving the numerical stability of fast matrix multiplication.
We expect the acquired data to complement current measurement methods and to be instrumental in improving the numerical models' forecast skills.
This work aims at improving the numerical modelling of cutting tool wear in turning.
The TSM is extended toSST turbulence model, which improves the numerical accuracy and the ability of simulating complex flows.
Numerical tests show that increasing the order of accuracy of the numerical schemes does not help much in improving the numerical results.
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