KP.001 Apparent contact angles for anevaporating partially-wetting meniscus predicted and comparedwith existing experiments.

S. J. S. Morris (Mechanical Engineering, U. C.Berkeley)

KP.002 Atomistic simulation of an evaporatingmeniscus

Jonathan Freund (Theoretical and Applied Mechanics,UIUC)

KP.003 A continuum-atomistic multi-scalesimulation of moving contact-lines

Mark Robbins, Xiaobo Nie (Department of Physics andAstronomy, The Johns Hopkins University), Shiyi Chen(Department of Mechanical Engineering, The Johns HopkinsUniversity)

KP.004 Droplet Migration By Modulation of theLiquid-Solid Interfacial Energy

Sandra M. Troian, Nikolai V. Priezjev (Dept. of ChemicalEng., Princeton University, Princeton, NJ)

KP.005 Nonwetting of an isothermal liquiddrop above a moving solid surface

Marc K. Smith, G. Paul Neitzel (Georgia Institute ofTechnology)

KP.006 Global macroscopic dynamics of contactlines

Karl Glasner (University of Arizona, Department ofMathematics)

KP.007 Fluctuations of a receding contactline near the entrainment transition

Jose Bico, Giles Delon, Marc Fermigier (LaboratoirePMMH, ESPCI, 10 rue Vauquelin, 75005 Paris)

KP.008 Probing the boundary conditions in thevicinity of a dynamic contact line

Emmanuelle Rio, Adrian Daerr, Bruno Andreotti, LaurentLimat (PMMH-ESPCI)

KP.009 Gas bubble with a moving contact linerising in an inclined channel at finite Reynoldsnumber

Michael J. Miksis, Catherine Norman (NorthwesternUniversity)

KP.010 An Efficient, Fully-Implicit,Jacobian-free Time Integration Algorithm for InterfacialDynamics in Stokes flow

Jingtao Wang, Panagiotis Dimitrakopoulos (Department ofChemical Engineering, University of Maryland, College Park, MD20742-2111)