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Aggregation kernel orthokinetic

A semi-empirical form of orthokinetic aggregation kernel due to Thompson (1968) is adopted for illustrative purposes only, viz. [Pg.246]

This is often referred to as the orthokinetic aggregation kernel. [Pg.207]

These kernels are valid for inertialess particles (i.e. Stp = 0) and can be extended to finite Stokes numbers only by employing ad hoc corrections. For example, Ammar Reeks (2009) derived for the kernel proposed by Salfman Turner (1956) a correction that is based on the local Stokes number. The relative importance of perikinetic aggregation versus orthokinetic aggregation is quantified by a Peclet number ... [Pg.208]


See other pages where Aggregation kernel orthokinetic is mentioned: [Pg.462]    [Pg.746]   
See also in sourсe #XX -- [ Pg.207 ]




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