Search results
Anomalous glassy dynamics in simple models of dense biological tissue. DM Sussman, M Paoluzzi, MC Marchetti, ML Manning. Europhysics Letters 121 (3), 36001. , 2018. 74. 2018. No unjamming transition in a Voronoi model of biological tissue. DM Sussman, M Merkel. Soft matter 14 (17), 3397-3403.
- Mark Sussman
Articles 1–20. Professor of Mathematics, Florida State...
- Mark Sussman
4.D. M. Sussman and K. S. Schweizer; “Microscopic theory of the tube confinement potential for liq-uids of topologically entangled rigid macromolecules,” Phys. Rev. Lett. 107, 078102 (2011) 3.D. M. Sussman and K. S. Schweizer; “Microscopic theory of topologically entangled fluids of rigid macromolecules,” Phys. Rev. E 83, 061501 (2011)
Welcome! Lab art made for Science.Art.Wonder. Lexie Liu, 2020. Our lab uses theoretical and computational techniques to study a wide variety of soft condensed matter systems both in and out of equilibrium. How do we explain the way disordered solids maintain their rigidity, and also how they fail?
Articles 1–20. Professor of Mathematics, Florida State University - Cited by 16,630 - Deforming boundary problems - Computational Fluid Dynamics - Multiphase flow.
Daniel M. Sussman's 58 research works with 1,481 citations and 5,572 reads, including: Self-organized vortex phases and hydrodynamic interactions in Bos taurus sperm cells
Feb 10, 2007 · Abstract. We present a sharp interface method for computing incompressible immiscible two-phase flows. It couples the level-set and volume-of-fluid techniques and retains their advantages while overcoming their weaknesses. It is stable and robust even for large density and viscosity ratios on the order of 1000 to 1.
Semantic Scholar profile for M. Sussman, with 34 highly influential citations and 180 scientific research papers.
