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For single phase liquid flow the mass transfer enhancement ratio increases in the order: Raschig rings > cylinders > spheres, while in the case of two phase flow, spheres gave the highest enhancement ratio.
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We have tested the applicability of DPD to finite-Reynolds-number flows by studying a series of model problems involving flow around spheres and cylinders.
In separate (if preliminary) work the same approach has been extended to the simulation of viscous flow about spheres and cylinders at finite Reynolds numbers.
Direct Numerical Simulation of Flow Past Spheres and Spheroids, First International AFOSR Conferences on LES and DNS, Lousiana.
A Fourier-Chebyshev spectral collocation method for simulating flow past spheres and spheroids.
We present measurements and simulation of fluid flow and sphere motion in a pressure-driven microfluidic sorter designed for Drosophila embryos.
The parallel performance and benchmarks of the linear solvers are investigated on different architectures by solving the 2D diffusion convection problem and the 3D flow over sphere problem.
The method, implemented in the form of a Message Passing Interface parallel program, has been validated for a range of flows around spheres.
The modern chemical engineer can therefore readily assess the evolution of this problem and realize the remaining research gaps in the field of fluid flow around submerged spheres.
In the axisymmetric Stokes streaming flow past two fluid spheres it is shown that, in contrast to when the spheres are solid, no separation from the surfaces of the spheres occurs.
The problem is first exactly formulated as the linear superposition of fundamental Stokes flows for rotation and translation of the sphere and flow past a stationary sphere.
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