'00 
 Effects of shear thinning on migration of neutrally
buoyant particles in pressure driven flow of Newtonian and viscoelastic
fluids, by P.Y.
Huang and D.D. Joseph
Journal of NonNewtonian Fluid Mechanics, 90, 159185,
2000.
 A distributed Langrange multiplier/fictitious domain
method for viscoelastic particulate flows, by P Singh, DD Joseph, TI Hesla,
R Glowinski, TW Pan. J. NonNewtonian Fluid Mech., 91, 165188,
2000.
 Sedimentation of a sphere near a vertical wall in an
OldroydB fluid, by P Singh and DD Joseph. J. NonNewtonian Fluid
Mech. 94, 179203, 2000.
 Liftoff of a single particle in an OldroydB fluid
by T. Ko, N. A. Patankar and D. D. Joseph, Phys. Fluids, to appear 2000.
 A new formulation of the distributed
Lagrange multiplier/fictitious domain method for particulate flows, by N.A.
Patankar, P. Singh, D.D. Joseph, R. Glowinski & T.W. Pan, Int. J. of
Multiphase Flow, 26. 15091524, 2000.
 A distributed Lagrange multiplier/fictitious domain
method for the simulation of flows around moving rigid bodies: Application to
particulate flow, by R. Glowinski, T.W. Pan, T. I. Hesla, D. D. Joseph, J.
Periaux, Comp. Meth. Appl. Mech. Eng.184, 241268, 2000.
 A Lagrange multiplier/fictitious domain/collocation
method for solidliquid flows, by T.W. Pan, IMA volumes in Mathematics
and its Application, P. Bjorstad and M. Luskin eds., 120, Springer,
New York, 97122, 2000.
 Fictitious domain methods for particulate flow in two and
three dimensions,by R.Glowinski, T.W. Pan, and D.D. Joseph, The
Mathematics of Finite Elements and Applications X, J.R. Whiteman ed.,
Elsevier, Amsterdam, 128, 2000.
 Parallel solution of multibody store separation by a
fictitious domain method by T.W. Pan, V. Sarin, R. Glowinski, J. Periaux,
A. Sameh. Parallel Computational Fluid Dynamics '99, D. Keyes ed.,
NorthHolland, Amsterdam, 329336, 2000.
 A projection/wavelike equation method for the numerical
simulation of incompressible viscous fluid flow modeled by the NavierStokes
equations, T.W. Pan, R. Glowinski, Computational Fluid Dynamics
Journal, 9, 2842, 2000.
 A numerical investigation of the detachment of the
trailing particle from a chain sedimenting in Newtonian and viscoelastic
fluids, N. A. Patankar and H. H. Hu, Journal of Fluids Engineering,
122, 517521, 2000.
 Particle dynamics in hardsphere systems, P. Singh and
H. Huang, Mechanics Research Communications, 27(5), 519527,
2000.
 Direct numerical simulations of drops and bubbles in
viscoelastic shear and pressure driven flows, P. Singh, S. B. Pillaipakkam
and A. Narh, Proc. of ANTEC Annual Meeting, Orlando, Florida, 2000.
 Convection and local acceleration dominated regimes in
LennardJones systems, P. Singh and T. K. S. Solanky, Physics Letters
A 266, 1118, 2000.
 Direct Numerical Simulation of Particulate Flow of
Newtonian and Viscoelastic Fluids, M.Y. Zhu, Ph.D. Thesis, University
of Pennsylvania, 2000.
 Workshop on multicomponent and multiphase fluid
dynamics, J. Feng and H. H. Hu,Int. J. Multiphase Flow,
26(3), 523528, 2000.
 Splitting method for the combined formulation of
fluidparticle problem, H. G. Choi, Comput. Meth. Appl. Mech.
Engrg., 190(1112), 13671378, 2000.
 Effects of shearthinning on the migration of neutrally
buoyant particles in pressure driven flow of Newtonian and viscoelastic fluids,
by P.Y. Huang and D.D. Joseph, J. NonNewtonian Fluid Mech., 90,
159185, 2000.
