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We found that wound closure velocity is linear with cell density, and explained this dependence by analyzing wound closure as a diffusion-reaction process, according to available models.
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This study revises the standard MMC closure for velocity in turbulent jet flows from linearity in the reference space to linearity in the composition space.
A modeled transport equation and several zero-order models of π′u″i are analyzed and their effect on flame predictions with a Favre averaged second-order moment closure for velocity and scalar transport is investigated.
The main reasons for water hammer occurrence are valve closure, high initial velocity, and static pressure.
The revised model shows marked improvement over standard MMC closure in predicting velocity statistics close to the nozzle.
A simplified model for the velocity-dependence of MMC drift coefficients is derived without loss of generality and is implemented for the revised velocity closure.
Percentage of wound closure and migration velocities was analysed by Wilcoxon test using JMP 7.0.1 (SAS Institute Inc., Cary, NC, USA).
A unified dimensionless closure relationship for drift velocity is proposed.
The effect of fracture closure on the fluid velocity and the fluid pressure distributions is evident in Figs. 6 and 7, respectively.
Comparisons with experimental data show that the modified Curl's model and the extended scalar dissipation-rate closure produce turbulent burning velocities in close agreement with measurements.
However, when the increase exceeds a certain level, the enhanced crack closure and weakened crack differential velocity will lead to a lower heat dissipating at the crack.
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