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Numerically, comparisons are made with the standard finite element method and its recent modification for wave propagation with clever quadratures.
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The mean square convergence result of the method in temporal direction is tested numerically, and numerical comparisons with finite difference method are also investigated.
In different blocks, participants were asked to decide which digit of a digit pair was numerically larger (numerical comparison task) or physically larger (physical comparison task).
A numerical comparison with numerically integrated values of the change in the orbital parameters: semi-major axis and eccentricity is made with the extended theory up to fourth-order terms of Swinerd and Boulton.
In the numerical comparison task subjects were instructed to decide which item of the pair was numerically larger than the other one.
Participants completed 480 trials of a dichotomous forced-choice, speeded numerical comparison task in which they indicated which of a pair of two-digit numbers was numerically larger.
The results of the method are studied numerically by comparison with an exact solution.
Although we might be moving slowly in this direction, a numerically based comparison such as this should provide more impetus.
The results are presented both analytically and numerically and comparison in the energy quantities is shown and discussed.
The developed scheme is assessed in terms of accuracy – this is done analytically and numerically, via comparison to upwind methods which include the popular QUICK and CUI techniques.
Taking a typical short cable as an example, the vibration reduction ability with optimally controlled MR dampers is verified numerically by comparison with the viscous damper tuned to a single mode response.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com