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Exact(5)
A comparison with finite-element computations is presented.
A shape optimization methodology for testing specimen design based on extensive finite element computations is presented.
A numerical implementation of fully relativistic MHD in divergence form for the purpose of shock computations is presented.
A novel numerical method for two-fluid flow computations is presented, which combines the space time discontinuous Galerkin finite element discretization with the level set method and cut-cell based interface tracking.
In this work, a simple method which is easier than existing approaches requiring more complicated and longer computations is presented to accurately predict the carbon dioxide adsorption isotherms for a microporous material as a function of temperature and partial pressure of carbon dioxide.
Similar(55)
Sample computations are presented.
Matrix computations are presented in [14].
Results of some numerical computations are presented.
4, several computations are presented and discussed afterwards.
Gradient computations are presented based on adjoint sensitivity analysis.
Numerical computations are presented for these elements and compared.
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