Mark R. Paul, Ph.D.
Affiliations: | 2000 | University of California, Los Angeles, Los Angeles, CA |
Area:
Mechanical Engineering, Fluid and Plasma PhysicsWebsite:
https://www.sbes.vt.edu/people/bio.php?person=Mark%20R.-PaulGoogle:
"Mark R. Paul"Parents
Sign in to add mentorIvan Catton | grad student | 2000 | UCLA | |
(An investigation of relaxation of two dimensional rolls in Rayleigh-Benard convection.) | ||||
Mike Cross | post-doc | (Neurotree) |
Children
Sign in to add traineeSaikat Mukherjee | grad student | Virginia Tech (Physics Tree) | |
Nicole Nastaran Hashemi | grad student | 2004-2008 | Virginia Tech |
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Publications
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Mukherjee S, Paul MR. (2020) Propagating fronts in fluids with solutal feedback. Physical Review. E. 101: 032214 |
Karimi A, Huang ZF, Paul MR. (2019) Erratum: Exploring spiral defect chaos in generalized Swift-Hohenberg models with mean flow [Phys. Rev. E 84, 046215 (2011)]. Physical Review. E. 99: 039901 |
Mukherjee S, Paul MR. (2019) Velocity and geometry of propagating fronts in complex convective flow fields. Physical Review. E. 99: 012213 |
Xu M, Paul MR. (2018) Chaotic Rayleigh-Bénard convection with finite sidewalls. Physical Review. E. 98: 012201 |
Xu M, Paul MR. (2018) Spatiotemporal dynamics of the covariant Lyapunov vectors of chaotic convection. Physical Review. E. 97: 032216 |
Radiom M, Paul MR, Ducker WA. (2016) Dynamics of single-stranded DNA tethered to a solid. Nanotechnology. 27: 255701 |
Radiom M, Robbins B, Paul M, et al. (2015) Hydrodynamic interactions of two nearly touching Brownian spheres in a stiff potential: Effect of fluid inertia Physics of Fluids. 27 |
Kramár M, Levanger R, Tithof J, et al. (2015) Analysis of Kolmogorov flow and Rayleigh-Bénard convection using persistent homology Physica D: Nonlinear Phenomena |
Mehrvarzi CO, Paul MR. (2014) Front propagation in a chaotic flow field. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics. 90: 012905 |
Robbins BA, Radiom M, Ducker WA, et al. (2014) The stochastic dynamics of tethered microcantilevers in a viscous fluid Journal of Applied Physics. 116 |