Sentence examples for model for scalar from inspiring English sources

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A dynamic model for scalar mixing time-scale is formulated to accurately describe the turbulence-driven mixing of scalars at the small-scales.

The method combines the non-equilibrium model for scalar dissipation with the conditional moment closure based on probability density function Beta (the Beta PDF).

We employ a kinetic-theory based two-fluid model to develop a filtered two-fluid model for scalar transport in gas particle flows.

The corresponding asymptotic algebraic closures obtained for large values of the turbulent Reynolds ReT, i.e., eddy breakup and linear relaxation model for scalar fluctuations decay, are recovered.

A dynamic model for scalar mixing time-scale appearing in the mixing model is used in Cases 2, 3 and 4, which removes the need to specify the value of model constant.

The unclosed terms in the pdf equation are modeled using a modified version of the binomial Langevin model for scalar mixing of Valiño and Dopazo, and the Haworth and Pope (HP) and Lagrangian Speziale-Sarkar-Gatski (LSSG) models for the viscous dissipation of velocity and the fluctuating pressure gradient.

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The model has been implemented in a combustion LES code together with standard models for scalar and momentum transport.

Given that we will be using more powerful mixed effect regression models for scalar outcomes and generalized estimating equations for categorical outcomes, power should be sufficient to detect a clinically meaningful effect if one is present.

There is one GRNN model for each scalar output, i.e., 271 scalar models for each period (T_{i}) of ({text{AF}}_{text{m}} left( {P_{k},theta,T_{i} } right)), 271 scalar models for each normalized frequency (nu_{i}) of ({text{AF}}_{text{m}} left( {P_{k},theta,nu_{i} } right)), one for (F_{a}) and one for (F_{v}).

Here, the concepts of the Wavefield modeling for scalar-fields are given.

The three scalar mixing models are combined with a simple model for the scalar time scale which assumes a constant Cϕ= 12 value.

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