Results 11 to 20 of about 22,053 (245)
Skew Brownian Diffusions Across Koch Interfaces [PDF]
in Potential Analysis (2016)
CAPITANELLI, Raffaela, D'OVIDIO, MIRKO
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Brownian motion of charged particles in the presence of low-frequency, circularly polarized electromagnetic waves is discussed. By using the wave rest frame, the Langevin system including low-frequency waves can be treated as a periodic system with a ...
Y. Nariyuki
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Equations for nonlinear diffusion
The diffusion is the result of Brownian movement and occurs with a finite velocity. We presented the nonlinear diffusion equation, with diffusion coefficient directly proportional to the impurities concentration.
Arvydas Juozapas Janavičius
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This study carries significant importance in its exploration of the consequences of thermal diffusion and diffusion-thermal energy on a Maxwell fluid near a stretching cylinder.
K. Sudarmozhi +5 more
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Interplay between particle trapping and heterogeneity in anomalous diffusion
Heterogeneous media diffusion is often described using position-dependent diffusion coefficients and estimated indirectly through mean squared displacement in experiments.
Haroldo V. Ribeiro +4 more
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Brownian diffusion of fibers [PDF]
Motion of nanoparticles suspended in fluids are dominated by Brownian diffusion—a physical property well understood following the work by Einstein in 1905. While theoretical derivation and experimental measurement of the diffusion coefficients for spherical particles are well developed, such information is lacking for non-spherical particles as the ...
Tian, Lin, Goodarz Ahmadi, Jiyuan Tu
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Diffusion of skyrmions: the role of topology and anisotropy
We study the diffusive motion of metastable localized spin structures with various topological charges by combining atomistic spin model simulations with an extension to the Thiele equation taking into account translational and rotational degrees of ...
M Weißenhofer, U Nowak
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Impact of host phonons on interstitial diffusion
The net effect of host phonons on interstitial diffusion has remained as a fundamental knowledge gap in our current theories since the motions of the host atoms and interstitials were coupled in these theories. Here we study this effect through molecular
Chunguang Tang, Gang Sun, Yun Liu
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In the present paper, the fluid flow and heat transfer of a nanofluid are numerically investigated. More specifically, reference is made to a nanofluid, described by means of Buongiorno’s model, subjected to Couette flow.
Eugenia Rossi di Schio +3 more
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Generating Diffusions with Fractional Brownian Motion
AbstractWe study fast/slow systems driven by a fractional Brownian motion B with Hurst parameter $$H\in (\frac{1}{3}, 1]$$ H ∈ ( 1 3 , 1
Martin Hairer, Xue-Mei Li
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