Sentence examples for mass transfer time from inspiring English sources

Comparison of the characteristic reaction time with the mass transfer time shows that the chemistry is the actual limiting process.

The use of microchannels can indeed shorten the characteristic mass transfer time but may also affect the productivity of the microreactor.

The conjugate cases with different equilibrium distribution coefficients are simulated successfully with the transformation of concentrations, molecular diffusivities, mass transfer time and velocities.

If the solute is soluble in both phases and mass transfer occurs, tracer curves are approximately Gaussian, but only for times long compared to the mass transfer time.

Several parameters which may control the coalescence have been investigated, such as concentration of acetone added to toluene, direction of mass transfer, time for attaining contact of the droplets, and flow rate of the continuous phase.

The optimal mass-transfer time, minimum entropy production rate and minimum power input are calculated.

Although some parameters are correlated and some model deficiencies can be revealed, we are able to deduce physically reasonable release-mass-transfer time scales.

For example, the maximum rate of energy pumping and the corresponding coefficient of performance, the optimal mass-transfer time, the minimum rate of entropy production, and so on, are calculated and their general expressions are given.

For example, the maximum power-output and the corresponding efficiency, the maximum efficiency and the corresponding power output, the optimal mass-transfer time, the minimum rate of energy loss and so on are calculated and analyzed.

As in the case of stirred vessel, sonochemical reactors can be also characterized for their performance based on mass transfer, mixing time and flow pattern.

This approach requires good estimates for mass transfer exposure times, and these are obtained by using a novel approach that automatically selects the appropriate expression (either the penetration model or eddy cell model) based upon local flow conditions.