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Microbial thermal inactivation equations coupled with heat transfer and Maxwell's equations are integrated and solved numerically via a finite element method to interpret the experimental results.
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URDME currently uses a discretization with the Finite Element method to obtain the diffusion jump coefficients.
We use the finite element method to solve for viscous flow and heat conduction.
He is the co-author (with C. S. Desai) of one of the earliest published textbooks on the finite element method, Introduction to the Finite Element Method (1972).
The finite element method was employed to simulate the behavior of the grain under deformation by an indenter to correctly interpret the nanoindentation data.
This method relies on recasting the traditional finite element method in the spirit of the high order accurate finite difference methods introduced by the authors in another work.
The chapters reflect the various aspects of the three typical and practical methods (the finite element method, the block element method, the composite element method) that the author has been working on and made essential contributions to since the 1980s.
Finite element analyses are used to interpret the experimental results.
Finite element simulations are used to interpret the results.
Finite element method simulations elucidate the governing buckling phenomena.
We further perform simulations based on the finite element method, by which the expansion of the electrodes is estimated.
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