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Consequently, the fractional divergence is well defined for u = (u1, u2) ∈ (H γ (ℝ2))2.
This is the sum effect of the fractional divergence, the built-in scale effect and the resistance.
In addition, the proposed model exhibits fractional divergence, accounts for resistance to flow and can be used to account for the level of heterogeneity associated with each unique reservoir.
We investigate a fractional notion of gradient and divergence operator.
In this method, a fractional time-step method is introduced to enforce both the zero-density-variation condition and the velocity-divergence-free condition at each full time-step.
A fractional time step method is introduced to enforce both the zero-density-variation condition and the velocity-divergence-free condition at each full time step.
A fractional stare?
Are you a fractional owner?
Consider a fractional move from to.
fractional - use a fractional portion of the dependent array as the error?
"It was clearly offside, it wasn't a fractional thing.
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