An O(N) algorithm for Stokes and Laplace interactions of particles
From MaRDI portal
Publication:4426462
DOI10.1063/1.869003zbMath1027.76627OpenAlexW2052499073MaRDI QIDQ4426462
Publication date: 15 January 2004
Published in: Physics of Fluids (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1063/1.869003
Related Items
Force-coupling method for particulate two-phase flow: Stokes flow. ⋮ Algorithm for flow of highly-concentrated emulsions through a narrow constriction ⋮ Parallel accelerated Stokesian dynamics with Brownian motion ⋮ Meso-cell model of fiber reinforced composite: interface stress statistics and debonding paths ⋮ General methodology to evaluate two-particle hydrodynamic friction inside cylinder-bound viscous fluid ⋮ Squeezing of a periodic emulsion through a cubic lattice of spheres ⋮ A method for determining Stokes flow around particles near a wall or in a thin film bounded by a wall and a gas-liquid interface ⋮ Stokesian simulation of two unequal spheres in a pressure-driven creeping flow through a cylinder ⋮ Unnamed Item ⋮ A scalable parallel Stokesian dynamics method for the simulation of colloidal suspensions ⋮ Incorporation of lubrication effects into the force-coupling method for particulate two-phase flow. ⋮ Effect of crack orientation statistics on effective stiffness of mircocracked solid ⋮ The analysis of self-diffusion and migration of rough spheres in nonlinear shear flow using a traction-corrected boundary element method ⋮ Unnamed Item ⋮ A spectral-element method for particulate Stokes flow ⋮ An efficient algorithm for hydrodynamical interaction of many deformable drops ⋮ Effective transverse response of fiber composites with nonlinear interface ⋮ Algorithm for direct numerical simulation of emulsion flow through a granular material ⋮ Faxén-like relations for a nonuniform suspension ⋮ A smooth particle-mesh Ewald algorithm for Stokes suspension simulations: The sedimentation of fibers ⋮ Effective-medium theories for predicting hydrodynamic transport properties of bidisperse suspensions ⋮ Emulsion flow through a packed bed with multiple drop breakup ⋮ An efficient method for large-scale simulations of bubbly liquids ⋮ Physalis: A new \(o(N)\) method for the numerical simulation of disperse systems: Potential flow of spheres ⋮ Fast multipole method for the biharmonic equation in three dimensions ⋮ Interfacial dynamics for Stokes flow. ⋮ Simulation of concentrated suspensions using the force-coupling method ⋮ A multipole-accelerated algorithm for close interaction of slightly deformable drops ⋮ Development of coherent structures in concentrated suspensions of swimming model micro-organisms ⋮ A hybrid approach for simulating turbulent collisions of hydrodynamically-interacting particles ⋮ Stochastic models for capturing dispersion in particle-laden flows ⋮ PHYSALIS: A new method for particle simulation. II: Two-dimensional Navier-Stokes flow around cylinders. ⋮ Detailed finer features in spectra of interfacial waves for characterization of a bubble-laden drop ⋮ Solution of Stokes flow in complex nonsmooth 2D geometries via a linear-scaling high-order adaptive integral equation scheme ⋮ A new lubrication theory to derive far-field axial pressure difference due to force singularities in cylindrical or annular vessels ⋮ Elastic interactions in particulate composites with perfect as well as imperfect interfaces ⋮ Far-field approximation for hydrodynamic interactions in parallel-wall geometry ⋮ Confined self-propulsion of an isotropic active colloid
Cites Work
- On the numerical solution of the biharmonic equation in the plane
- An efficient algorithm for calculating multiparticle thermal interaction in a concentrated dispersion of spheres
- Fast Algorithms for Classical Physics
- On the periodic fundamental solutions of the Stokes equations and their application to viscous flow past a cubic array of spheres
- Slow flow through a periodic array of spheres
- Variance in the sedimentation speed of a suspension
- The added mass, Basset, and viscous drag coefficients in nondilute bubbly liquids undergoing small-amplitude oscillatory motion
- Dynamic simulations of flows of bubbly liquids at large Reynolds numbers
- Numerical simulations of particulate suspensions via a discretized Boltzmann equation. Part 1. Theoretical foundation
- A method for computing Stokes flow interactions among spherical objects and its application to suspensions of drops and porous particles
- Inclusion of lubrication forces in dynamic simulations
- Stokes drag on conglomerates of spheres
- A fast algorithm for particle simulations