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TU Berlin

Page Content

2016

  • Maximilian Seyrich and Didier Sornette
    Micro-foundation using percolation theory of the finite time singular behavior of the crash hazard rate in a class of rational expectation bubbles
    Int. J. Mod. Phys. C 27, 1650113 (2016)
    _ (PDF, 930,8 KB)

  • Maximilian Schmitt and Holger Stark
    Active Brownian motion of emulsion droplets: Coarsening dynamics at the interface and rotational diffusion
    submitted to Eur. Phys. J. E

  • Holger Stark
    Swimming in external fields
    to be published in Eur. Phys. J. Special Topics

  • Tapan C. Adhyapak and Holger Stark
    Dynamics of a bacterial flagellum under reverse rotation
    submitted to Soft Matter

  • Jan L. Münch, Davod Alizadehrad, Sujin Babu, and Holger Stark
    Taylor line swimming in microchannels and cubic lattices of obstacles
    submitted to Soft Matter

  • Matthew Dennison and Holger Stark
    Viscoelastic properties of marginal networks in a solvent
    Phys. Rev. E 93, 022605 (2016)
    _ (PDF, 640,0 KB)

  • Andreas Zöttl and Holger Stark
    Topical Review: Emergent behavior in active colloids
    J. Phys.: Condens. Matter 28, 253001 (2016)
    _ (PDF, 4,1 MB)

  • Raffaele Tavarone, Patrick Charbonneau, and Holger Stark
    Kinetic Monte Carlo Simulations for Birefringence Relaxation of Photo-Switchable Molecules on a Surface
    J. Chem. Phys.  144, 104703 (2016)
    _ (PDF, 3,0 MB)

  • Andrey Pototsky, Uwe Thiele, and Holger Stark
    Mode instabilities and dynamic patterns in a colony of self-propelled surfactant particles covering a thin liquid layer
    Eur. Phys. J. E 39, 51 (2016)
    _ (PDF, 3,9 MB)

  • Maximilian Schmitt and Holger Stark
    Marangoni flow at droplet interfaces: Three-dimensional solution and applications
    Phys. Fluids 28, 012106 (2016)
    _ (PDF, 2,3 MB)

  • Andrey Pototsky, Uwe Thiele, and Holger Stark
    Swarming of Self-propelled Particles on the Surface of a Thin Liquid Film
    Control of Selforganizing Nonlinear Systems, ed. by E. Schöll, S. Klapp, and P. Hövel (Springer, 2016)
    _ (PDF, 2,0 MB)

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