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It can be observed that ICSA can obtain the optimal solution accurately.
The numerical results show that the UGKS captures the viscous solution accurately.
To find the optimal solution accurately and quickly, the hybrid genetic algorithm (HGA) is employed in this work.
We show that, a second order variable step size Verlet method while approximately conserving the Hamiltonian is unable to reproduce the solution accurately or efficiently.
It is shown that the proposed GRP solution accurately describes the failure data, even when a small amount of failure data is available.
The first technique presented is formulated as an RBF collocation problem, and obtains a solution accurately and with excellent algorithmic efficiency by means of a preconditioned iterative method.
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The analytical solutions are compared with experiment data to show that the solutions accurately predict the sediment height and concentration as a function of time and loading conditions.
The goal of this paper is to present guidelines that allow the design of efficient solutions accurately presented and easily comparable with each other.
The current BGK method approximates the Navier Stokes solutions accurately regardless of the ratio between the particle collision time and the numerical time step.
Under the imposed symmetry requirements, the stationary solutions accurately depict the appearance of a vortex pair, and the volume-averaged velocity is in excellent agreement with the Ergun equation up to Re = 250.
Using the method of manufactured solutions, we show that the method is second-order accurate in space and time for both the equilibrium diffusion and streaming limit, and we show that the method is capable of computing radiative shock solutions accurately by comparing our results with semi-analytic solutions.
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CEO of Professional Science Editing for Scientists @ prosciediting.com