Brownian Motion: Women, Tactics, and Technology
by
Constance Penley
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Robert Brown in Mathematica (1827)The thermal motion of stiff filaments in a crowded environment is highly constrained and anisotropic; it underlies the behavior of such disparate systems as polymer materials, nanocomposites, and the cell cytoskeleton. Despite decades of theoretical…Save reference to library · Related research 176 readers
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V Padmanabhan, W Souder in Journal of Product Innovation Management (1994)Based on an analogy to the physical phenomenon of Brownian motion, Venkatesh Padmanabhan and Wm. E. Souder present a general purpose model to assist in the successful transfer of newly developed technologies. The model, named Techtran II, is…Save reference to library · Related research 6 readers
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Christian Beck in Physica (2005)As a main example for the superstatistics approach, we study a Brownian particle moving in a d-dimensional inhomogeneous environment with macroscopic temperature fluctuations. We discuss the average occupation time of the particle in spatial cells…Save PDF to library · Related research 3 readers
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O M Marago, F Bonaccorso, R Saija, G Privitera, P G Gucciardi, M A Iati, et al. in ACS nano (2010)Brownian motion is a manifestation of the fluctuation-dissipation theorem of statistical mechanics. It regulates systems in physics, biology, chemistry, and finance. We use graphene as prototype material to unravel the consequences of the…Save PDF to library · Related research 47 readers
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Joseph Klafter, Michael F Shlesinger, Gert Zumofen in Physics Today (1996)Fractal generalizations of Brownian motion have proven to be a rich field in probability theory, statistical physics and chaotic dynamics.Save reference to library · Related research 33 readers
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Thorben Benesch, Sotira Yiacoumi, Costas Tsouris in The European physical journal E Soft matter (2003)This research modifies an earlier approach based on the single-wall reflection method to predict the perpendicular and parallel diffusion coefficients of a Brownian sphere in confinement. The modified version provides predictions that match…Save reference to library · Related research 3 readers
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G E Uhlenbeck, L S Ornstein in Physical Review (1930)With a method first indicated by Ornstein the mean values of all the powers of the velocity u and the displacement s of a free particle in Brownian motion are calculated. It is shown that u-u0exp(-βt) and s-u0/β1-exp(-βt) where u0 is the initial…Save reference to library · Related research 144 readers
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Paul Hubbard in Proc Joint Urban Remote Sensing Event (1972)A Fokker-Planck equation for the joint probability density of the orientation and angular velocity of a body of general shape is derived by use of a rotational Langevin equation. Equations governing the seperate distributions of orientation and…Save reference to library · Related research 6 readers
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Y Han, A M Alsayed, M Nobili, J Zhang, T C Lubensky, A G Yodh in Science (2006)We studied the Brownian motion of isolated ellipsoidal particles in water confined to two dimensions and elucidated the effects of coupling between rotational and translational motion. By using digital video microscopy, we quantified the crossover…Save reference to library · Related research 44 readers
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E Perrin, R Harba, I Iribarren, R Jennane in IEEE Transactions on Signal Processing (2005)Starting from fractional Brownian motion (fBm) of unique parameter H, a piecewise fractional Brownian motion (pfBm) of parameters Ho, Hi, and γ is defined. This new process has two spectral regimes: It behaves like an fBm of parameter Ho for…Save reference to library · Related research 8 readers
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