Sentence examples for divergence condition from inspiring English sources

This paper shows that the common derivation and usage of the second-order curl curl equations are incorrect and that the solution of Helmholtz equations needs the divergence condition to be enforced on an associated part of the boundary.

The stream-function/potential representation of the velocity and magnetic field vectors, while fully general, allows accurate description of nearly incompressible fluid motions and manifestly satisfies the divergence condition on the magnetic field.

Any divergence condition is rectified by applying the load shedding routine.

Ten replicates of the BACs from the two haplotypes were created for each sequence divergence condition.

Using these conditions we clearly point out that the DCTS algorithm is divergent, the ATS algorithm is divergent almost surely, the WMTS algorithm is mean-square divergent, but the LSTS overcomes all of these divergence conditions.

By studying the asymptotic property of the relative drift estimation error of CBTS algorithms, we discover (almost sure) divergence conditions and mean-square divergence conditions of CBTS algorithms.

To characterize divergence conditions, we focus on the algorithm structure and algorithm parameters rather than the topology graph of the network.

This paper raises a quite general problem: how to characterize necessary conditions of bounded convergence, namely the divergence conditions, of a consensus-based time synchronization (CBTS) algorithm over a network with random communication delays.

This hyperbolic constraint formulation of Maxwell's equations has been proposed previously, coupling the divergence conditions to the hyperbolic evolution equations, which can then be treated with the same numerical method.

In a numerical solution of the Maxwell Vlasov system, the consistency with the charge conservation and divergence conditions has to be kept solving the hyperbolic evolution equations of the Maxwell system, since the vector identity ∇⋅(∇×u→)="0 and/or the charge conservation of moving particles may be not satisfied completely due to discretization errors.

The scheme formulated in time domain can theoretically preserve zero-divergence condition and scaled wavenumber characteristics in non-staggered grids.