Ideal Collision Rate of Symmetric Hexapods in a Simple Shear Flow

An ideal collision rate (ICR) is defined as the average rate of contact between two particles that translate and rotate with the imposed fluid flow in the absence of interparticle interactions. ICR in a simple shear flow provides an estimate of the collision rate in a flowing dilute particle suspens...

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Bibliographic Details
Main Author:	Neeraj Sinai Borker (19740846) (author)
Published:	2024
Subjects:	Biochemistry Medicine Cell Biology Physiology Biotechnology Evolutionary Biology Sociology Developmental Biology Cancer Virology Physical Sciences not elsewhere classified weaker logarithm relationship monte carlo simulations likely binary collisions imposed fluid flow hydrodynamic forces acting existing geometric models could also vary simple shear flow true collision rates three orthogonal cylinders streamline particle separations using asymptotic theory traditional convex shapes icr calculation serves forming six arms hexapods also could least two cylinders symmetric hexapods </ ideal collision rate circumscribing convex shape particle volume times one longer cylinder aspect ratio cylinders longer cylinder convex shapes symmetric hexapods shear rate icr could collision rate aspect ratio collision cross collision afforded shorter cylinders individual cylinders two particles convex particles average rate particle ’ particle due tumbling period tumbling frequency significantly smaller shorter arms section provided rotational dynamics results indicate reliable method relative cross orientational dynamics nontrivial changes interparticle interactions increased probability icr changes figure 1 estimated within element method coinciding centers arm lengths algebraic power
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Ideal Collision Rate of Symmetric Hexapods in a Simple Shear Flow

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