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The no-slip condition is satisfied by generating vorticity on the surfaces of the objects.
This condition is satisfied by choosing appropriate simulation parameters as described in Section 5.
The sound-soft or sound-hard boundary condition is satisfied by uniformly collocating points on the boundaries.
As a first step we prove that the (PS) condition is satisfied by the functional (mathcal{F}) (1.6).
Moreover, we show that global existence holds true also when m1=2m2 and a convenient null condition is satisfied by the nonlinearities.
The no-slip boundary condition is satisfied by generating vorticity tiles on solid boundaries, which are subsequently diffused and convected into the flow interior.
Similar(38)
During the iterative training process, the nearest neighborhood condition was satisfied by identifying the partition cell R i corresponding to the i th codebook vector that generates the highest MSIP with the training vector v.
This condition was satisfied by 426 probe sets.
Note that the final condition of Theorem 4.1 in [27], i.e., the convergence of the initial conditions, is satisfied by assumption.
It can be verified by direct substitution that equation (5) together with the indicated boundary conditions are satisfied by With some additional analysis it is possible to show that these give the only solutions and hence must be the desired probabilities.
Boundary conditions are satisfied by the least-squares method.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com