A general method for computing the hydrodynamic interactions among N suspended particles, under the condition of vanishingly small particle Reynolds number, is presented. The method accounts for both near-field lubrication effects and the dominant many-body interactions. The many-body hydrodynamic interactions reproduce the screening characteristic of porous media and the ‘effective viscosity’ of free suspensions. The method is accurate and computationally efficient, permitting the dynamic simulation of arbitrarily configured many-particle systems. The hydrodynamic interactions calculated are shown to agree well with available exact calculations for small numbers of particles and to reproduce slender-body theory for linear chains of particl...
We present in this work a fast nonlinear method which approximately solves an integro-partial diffe...
A method for computing Laplace and Stokes interactions among N spherical particles arbitrarily place...
A new implementation of the conventional Stokesian Dynamics (SD) algorithm, called accelerated Stoke...
A general method for computing the hydrodynamic interactions among an infinite suspension of particl...
A general method for computing the hydrodynamic interactions among an infinite suspension of particl...
Complex fluids comprise two phases of materials: a solvent phase and a non-continuum phase such as m...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Chemical Engineering, 2019Catal...
A new method is described for incorporating close-field, lubrication forces between pairs of particl...
A new method is described for incorporating close-field, lubrication forces between pairs of particl...
Particles suspended or dispersed in a fluid medium occur in a wide variety of natural and man-made s...
A general method is presented for simulating the dynamical behavior of a suspension of particles whi...
In this work we investigate numerically the dynamics of sheared suspensions in the limit of vanishin...
A general method is presented for simulating the dynamical behavior of a suspension of particles whi...
The behavior of the suspended particles in a fluid is an important subject in fluid flow studies. E...
A method for computing Laplace and Stokes interactions among N spherical particles arbitrarily place...
We present in this work a fast nonlinear method which approximately solves an integro-partial diffe...
A method for computing Laplace and Stokes interactions among N spherical particles arbitrarily place...
A new implementation of the conventional Stokesian Dynamics (SD) algorithm, called accelerated Stoke...
A general method for computing the hydrodynamic interactions among an infinite suspension of particl...
A general method for computing the hydrodynamic interactions among an infinite suspension of particl...
Complex fluids comprise two phases of materials: a solvent phase and a non-continuum phase such as m...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Chemical Engineering, 2019Catal...
A new method is described for incorporating close-field, lubrication forces between pairs of particl...
A new method is described for incorporating close-field, lubrication forces between pairs of particl...
Particles suspended or dispersed in a fluid medium occur in a wide variety of natural and man-made s...
A general method is presented for simulating the dynamical behavior of a suspension of particles whi...
In this work we investigate numerically the dynamics of sheared suspensions in the limit of vanishin...
A general method is presented for simulating the dynamical behavior of a suspension of particles whi...
The behavior of the suspended particles in a fluid is an important subject in fluid flow studies. E...
A method for computing Laplace and Stokes interactions among N spherical particles arbitrarily place...
We present in this work a fast nonlinear method which approximately solves an integro-partial diffe...
A method for computing Laplace and Stokes interactions among N spherical particles arbitrarily place...
A new implementation of the conventional Stokesian Dynamics (SD) algorithm, called accelerated Stoke...