Now showing items 8-18 of 18

  • Maximally fast coarsening algorithms 

    Cheng, M., and A. D. Rutenberg. 2005. "Maximally fast coarsening algorithms." Physical review.E, Statistical, nonlinear, and soft matter physics 72(5 Pt 2): 055701.
    We present maximally fast numerical algorithms for conserved coarsening systems that are stable and accurate with a growing natural time step Deltat=At2/3s. We compare the scaling structure obtained from our maximally fast ...
  • Monodisperse domains by proteolytic control of the coarsening instability 

    Derr, Julien, and Andrew D. Rutenberg. 2011. "Monodisperse domains by proteolytic control of the coarsening instability." Physical Review E - Statistical, Nonlinear, and Soft Matter Physics 84(1).
    The coarsening instability typically disrupts steady-state cluster-size distributions. We show that degradation coupled to the cluster size, such as arising from biological proteolysis, leads to a fixed-point cluster size. ...
  • Pattern formation inside bacteria: Fluctuations due to the low copy number of proteins 

    Howard, M., and AD Rutenberg. 2003. "Pattern formation inside bacteria: Fluctuations due to the low copy number of proteins." Physical Review Letters 90(12): 128102-128102.
    No abstract available.
  • Persistence, poisoning, and autocorrelations in dilute coarsening 

    Lee, Benjamin P., and Andrew D. Rutenberg. 1997. "Persistence, poisoning, and autocorrelations in dilute coarsening." Physical Review Letters 79(24): 4842-4842.
    No abstract available.
  • Pulling helices inside bacteria: imperfect helices and rings 

    Allard, J. F., and A. D. Rutenberg. 2009. "Pulling helices inside bacteria: imperfect helices and rings." Physical Review Letters 102(15): 158105.
    We study steady-state configurations of intrinsically-straight elastic filaments constrained within rod-shaped bacteria that have applied forces distributed along their length. Perfect steady-state helices result from axial ...
  • Self-organization of the MinE protein ring in subcellular Min oscillations 

    Derr, J., J. T. Hopper, A. Sain, and A. D. Rutenberg. 2009. "Self-organization of the MinE protein ring in subcellular Min oscillations." Physical review.E, Statistical, nonlinear, and soft matter physics 80(1 Pt 1): 011922.
    We model the self-organization of the MinE ring that is observed during subcellular oscillations of the proteins MinD and MinE within the rod-shaped bacterium Escherichia coli. With a steady-state approximation, we can ...
  • Steady-state helices of the actin homolog MreB inside bacteria: dynamics without motors 

    Allard, J. F., and A. D. Rutenberg. 2007. "Steady-state helices of the actin homolog MreB inside bacteria: dynamics without motors." Physical review.E, Statistical, nonlinear, and soft matter physics 76(3 Pt 1): 031916.
    Within individual bacteria, we combine force-dependent polymerization dynamics of individual MreB protofilaments with an elastic model of protofilament bundles buckled into helical configurations. We use variational ...
  • Subcellular Min Oscillations as a Single-Cell Reporter of the Action of Polycations, Protamine, and Gentamicin on Escherichia coli 

    Downing, Benjamin P. B., Andrew D. Rutenberg, Ahmed Touhami, and Manfred Jericho. 2009. "Subcellular Min Oscillations as a Single-Cell Reporter of the Action of Polycations, Protamine, and Gentamicin on Escherichia coli." Plos One 4(9): 7285-e7285.
    No abstract available.
  • Temperature dependence of MinD oscillation in Escherichia coli: Running hot and fast 

    Touhami, Ahmed, Manfred Jericho, and Andrew D. Rutenberg. 2006. "Temperature dependence of MinD oscillation in Escherichia coli: Running hot and fast." Journal of Bacteriology 188(21): 7661-7667.
    No abstract available.
  • Theory of spinodal decomposition - Comment 

    Rutenberg, AD. 1996. "Theory of spinodal decomposition - Comment." Physical Review Letters 76(1): 158-158.
    No abstract available.
  • Unwinding scaling violations in phase ordering 

    Rutenberg, A. D., and A. J. Bray. 1995. "Unwinding scaling violations in phase ordering." Physical Review Letters 74(19): 3836-3839.
    No abstract available.