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In addition to providing sequence data that can be used for benchmarking analytical techniques for metagenomics, it is our hope that this type of simulation can help aid model development for future in silico simulations.
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The benchmark analytical framework of Viner (1950) is illustrated through Figure 1.
Two benchmark analytical functions are used to validate the proposed algorithm.
The capabilities of the proposed approaches are illustrated through a benchmark analytical function and two realistic engineering problems.
The capabilities of the proposed approach are illustrated through applications using a benchmark analytical function and two realistic engineering problem settings.
Finally, our methods are successfully compared with two benchmark analytical and experimental studies, as available in the literature on two-degrees of freedom translational systems.
This is achieved by comparing numerical models of varying discretisation levels to benchmark analytical solutions with prediction accuracy assessed and reported in terms of governing dimensionless parameters, Biot and Fourier numbers, to ensure generality of findings.
Numerical methodologies are firstly applied to sets of spherical particles and compared with benchmark exact analytical solution.
The study on convection over circular tube bundle is benchmarked with analytical solution and boiler design standard.
The algorithm is tested on three benchmarks: an analytical spatially periodic gyre flow, a vortex advected by a uniform inviscid flow, and the viscous flow around a square cylinder.
To address these issues, a benchmarking study among analytical and numerical techniques is carried out, where Surface Cauchy Born theory serves as the reference.
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