Publications
Imagine a sphere falling through a fluid, what will be the connection between the force acting on the sphere and its velocity?
For a regular sphere the result is the known Stokes' law. We found the leading order correction in the case of a particle with some heat distribution on it. We show that in the case of a Janus sphere there will be coupling between translation and rotation.
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N. Oppenheimer, D. B. Stein, and M. Shelley
Rotating Membrane Inclusions Crystallize Through Hydrodynamic and Steric Interactions.
Physical Review Letters 123, 148101 (2019). -
B. Rallabandi*, N. Oppenheimer*, M. Y. Ben Zion, and H. A Stone
Surfing its own wave: hydroelasticity of a particle near a membrane.
Nature Physics 14, 1211 (2018). -
N. Oppenheimer and H. A. Stone
Effect of hydrodynamic interactions on reaction rates in membranes.
Biophysical Journal 113, 440-447 (2017). -
N. Oppenheimer S. Navardi and H. A. Stone
Motion of a hot particle in viscous fluids
Physical Review Fluids 1, 014001 (2016). -
N. Oppenheimer, and T. Witten
Shapeable sheet without plastic deformation
Physical Review E 92, 052401 (2015). -
N. Tramm, N. Oppenheimer, S. Nagy, E. Efrati, and D. Biron
Why do sleeping nematodes adopt a hockey-stick-like posture?
PlosOne 9(7):e101162 (2014). -
N. Oppenheimer, H. Diamant and T. A. Witten
Anomalously fast kinetics of lipid monolayer buckling
Physical Review E 88,022405 (2013). -
N. Oppenheimer and H. Diamant
Dynamics of membranes with immobile inclusions
Physical Review Letters 107, 258102 (2011). -
N. Oppenheimer and H. Diamant
Correlated dynamics of inclusions in a supported membrane
Physical Review E 82, 041912 (2010). -
N. Oppenheimer and H. Diamant
Correlated diffusion of membrane proteins and their effect on membrane viscosity
Biophysical Journal 96, 3041-3049 (2009).