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In this work, we have theoretically analyzed and numerically evaluated the accuracy of high-order lattice Boltzmann (LB) models for capturing non-equilibrium effects in rarefied gas flows.
We notice that Orlowsky et al. (2003) numerically evaluated the effective velocity (phase velocity in the long-wavelength limit), v eff, of elastic waves normally impinging on 2-D parallel empty cracks.
Meanwhile, we have numerically evaluated the LB models for a standing-shear-wave problem, which is designed specifically for assessing model accuracy by excluding the influence of gas molecule/surface interactions at wall boundaries.
We numerically evaluated the risks and benefits from postexposure prophylaxis (PEP) after an intentional release of C. burnetii to the general population, pregnant women, and other high-risk populations.
To investigate the case where the degree of ultrasensitivity is the limiting factor on MFMS, we numerically evaluated the effect of independently increasing the n and m exponents, while holding the CRT constant and sufficiently high.
We numerically evaluated the Fourier transform using the following expression: (41) F (q ) ≃ 1 2 π (L x L y W ) 1 / 2 ∑ m w 2 D (r c m ) ω m ∫ A m e i q ⋅ r d 2 r, where we used the fact that the window function w2D(r ) varied only little over the size of a single triangle.
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Furthermore, pursuant to the parameter of the dynamic homogeneity it is possible to numerically evaluate the success of the alignment solution and a numeric comparison of the variants in the pre-design stage, or in the stage of an preliminary design.
Here, we adopt LMIs to numerically evaluate the H 2 norm based on the next lemma.
In this section, we numerically evaluate the performance of proposed Algorithms 1 and 3.
We first numerically evaluate the second derivative matrix D at the maximum.
Using this approach, we can numerically evaluate the outage throughput in terms of feedback rate.
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