Results 21 to 30 of about 210,378 (309)
Granular Brownian motion [PDF]
19 pages, 4 figures, in press on Journal of Statistical Mechanics: Theory and ...
A Sarracino +3 more
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The spans in Brownian motion [PDF]
33 pages, 4 figures.
Evans, Steven, Pitman, Jim, Tang, Wenpin
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Brownian motion, which is a natural phenomenon, has attracted numerous researchers and received extensive studies over the past decades. The effort contributes to the discovery of optical diffusometry, which is commonly used for micro/nano particle ...
Wei-Long Chen, Han-Sheng Chuang
doaj +1 more source
Nanofluids are a new generation of high-efficiency refrigerant with abnormal increased thermal conductivity and convective heat transfer properties.
Wenzheng Cui +3 more
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Probabilistic properties and applications of several variations of Brownian motion
On the basis of standard Brownian motion, this paper discusses several kinds of variations related to standard Brownian motion in the form of probability distribution and joint distribution.
JIANG Peihua; ZHOU Qiaoyan; LAN Tianya; LIU Kexin
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The flashing Brownian ratchet and Parrondo’s paradox [PDF]
A Brownian ratchet is a one-dimensional diffusion process that drifts towards a minimum of a periodic asymmetric sawtooth potential. A flashing Brownian ratchet is a process that alternates between two regimes, a one-dimensional Brownian motion and a ...
S. N. Ethier, Jiyeon Lee
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Multiscale Volatility Analysis for Noisy High-Frequency Prices
We present a multiscale analysis of the volatility of intraday prices from high-frequency data. Our multiscale framework includes a fractional Brownian motion and microstructure noise as the building blocks.
Tim Leung, Theodore Zhao
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Brownian motion and magnetism [PDF]
Published
Sinha, Supurna, Samuel, Joseph
openaire +4 more sources
A promising new energy source: The Brownian motion of nanoresonator arrays
It is proposed a device designed to extract the Brownian motion energy. Since Brownian motion is usually a whoolly disordered motion, the first step consists in putting it in order with resonators, the Brownian motion of which is organized.
Rattinacannou Jean-Selva
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