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Analysis of Microphase Action

Using the pseudohomogeneous model (surprisingly upheld by a number of experiments) as the fundamental basis, we list here some commonly used [Pg.746]

Because the holdup of the microphase in the continuous phase is very low, a requirement for the pseudohomogeneous model, the macrointerface—or the interface between the two major phases—is assumed to be physically undisturbed by the presence of the microphase. [Pg.747]

Although the microparticles circulate in the fluid bulk as a result of external agitation, it is assumed that the particles contained in the fluid elements in transient contact with the interface remain stationary. Thus it is possible to assume a Sherwood number of 2, a generally accepted value for mass transfer to and from a spherical particle in an infinite medium. [Pg.747]


Figure 23.5 The mass transfer coefficients involved in the analysis of microphase action... Figure 23.5 The mass transfer coefficients involved in the analysis of microphase action...

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