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In addition to the greater ambiguity in data interpretation as LRs approach the threshold for gene conservation, the continuous character approach negates the functional distinction that can be made between gene absence and gene divergence events.
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These equations, together with those of mass and momentum conservation of the continuous phase, constitute a complete set of equations which govern the macroscopic flow of disperse mixtures.
This process contributed to soil conservation and counteracted the continuous natural soil erosion and desertification.
We perform a comparison of mass conservation properties of the continuous (CG) and discontinuous (DG) Galerkin methods on non-conforming, dynamically adaptive meshes for two atmospheric test cases.
Usually, non-stationary numerical calculations in electromagnetics are based on the hyperbolic evolution equations for the electric and magnetic fields and leave Gauss' law out of consideration because the latter is a consequence of the former and of the charge conservation equation in the continuous case.
According to this situation, in order to explore the wall energy conservation difference under the continuous and intermittent operation of air-conditioning, a experiment is built to analyze the effect of the thermal insulation layer location on wall dynamic thermal response rate.
A conservation law of the continuous-time system (conservation of the "pseudo-Hamiltonian") guarantees that the numerical orbits are close to the exact orbits, even after an unlimited number of timesteps.
We examine the conservation law structure of the continuous Galerkin method.
These integral conservation properties follow from material conservation of potential vorticity in the continuous shallow water equations.
The scheme has two advantageous features: first, it is conservative in that it keeps the discrete analogue of the continuous energy conservation property in the original equations; second, it can be formulated only with cheap H1-elements even if the original equations include third derivative uxxx.
In the model, the continuous phase conservation equations are solved in an Eulerian frame, while those of particle phase are solved in a Lagrangian frame, with coupling between the two phases carried out through interactive source terms.
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CEO of Professional Science Editing for Scientists @ prosciediting.com