PHYSICAL MATHEMATICS SEMINAR TOPIC: ELECTROHYDRODYNAMIC AND FERROHYDRODYNAMIC INTERACTIONS WITH ELECTRICALLY CHARGED, DIELECTRIC, AND MAGNETIZABLE LIQUIDS SPEAKER: MARKUS ZAHN Department of Electrical Engineering and Computer Science Laboratory for Electromagnetic and Electronic Systems Massachusetts Institute of Technology ABSTRACT: Continuum electromechanics of electrohydrodynamic interactions between charged and polarizable dielectric liquids and ferrohydrodynamic interactions in magnetic liquids (ferrofluids) will be described with many videotaped demonstrations of simple experiments including Coulombic force on a surface charged dielectric liquid to act as a pump; an electric field to cause rotation of an insulating solid cylinder within a more conducting liquid (von Quincke's rotor); spontaneous high voltage generation from self-excited electrostatic induction machines (Lord Kelvin's dynamo using falling water droplets); self-excited dc and ac power generation and spontaneous rotor oscillations using commutator machines; interfacial fluid convection cells driven by interfacial surface charge; fluid rise due to electrical polarization forces; electrostatic control of fluid jet profiles; electric field stabilization of the Rayleigh-Taylor instability of a more dense fluid over a less fluid; coupled electric field convective instability between a charged liquid jet and a fixed spring; ferrofluid behavior in magnetic fields; ferrofluid and dielectric fluid labyrinth instability in imposed uniform magnetic or electric fields; magnetic field stabilization of the Saffman-Taylor pusher fluid instability when a less viscous fluid pushes a more viscous ferrofluid; ferrofluid flow reversals, nonlinear flow response, and magnetic field dependent increase and decrease in effective viscosity in AC and traveling wave magnetic fields including zero and negative effective viscosities. DATE: TUESDAY, SEPTEMBER 25, 2001 TIME: 2:30 PM LOCATION: Building 2, Room 338 Refreshments will be served at 3:30 PM in Room 2-349 Massachusetts Institute of Technology Department of Mathematics Cambridge, MA 02139