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Competitive Growth of Latex Particles

Vanderhoff and Co-workers [98, 99] proposed the following empirical equation for the competitive growth of latex particles  [Pg.119]

The above equations indicate that small latex particles grow faster in size than larger ones, and therefore the resultant particle size distribution becomes narrower when dp is smaller than 150 nm. By contrast, larger latex particles grow [Pg.119]

Another popular equation available for predicting the volumetric growth rate of latex particles is shown below [100]  [Pg.120]


In addition to their obvious commercial potential, continuous reactors can be excellent tools for the study of fundamental kinetic mechanisms and reaction rates. This later factor is especially important for the study of mechanisms controlling the competitive growth of latex particles. [Pg.137]


See other pages where Competitive Growth of Latex Particles is mentioned: [Pg.119]   


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