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Flow and Dissolution in Porous Media

The stoichiometric coefficient, times the moles of acid consumed in the pore in a time At is equal to the moles of material dissolved  [Pg.726]

The relationship between the inlet and outlet concentrations to the pore is analogous to Equation (11-61)  [Pg.727]

We now combine Equations (11-90) and (11-91) with a mole balance on the acid to obtain the pore radius as a function of time. [Pg.727]

Application of the mole balance to a specific pore in the network gives the radius of the pore as a function of time in increments of At  [Pg.727]

External Diffusion Effects on Heterogeneous Reactions Chap. 11 SUMMARY [Pg.728]


See other pages where Flow and Dissolution in Porous Media is mentioned: [Pg.8]    [Pg.726]   


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