Results 241 to 250 of about 110,053 (266)
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Turbulent Transport of Suspended Particles and Dispersing Benthic Organisms: How Long to Hit Bottom?
Journal of Theoretical Biology, 1997Abstract Turbulence plays an important role in the transport of particles in many aquatic systems. In addition to various types of inorganic sediment (silt, sand, etc.), these particles typically include bacteria, algae, invertebrates, and fine organic debris.
James N. McNair +2 more
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Journal of Theoretical Biology, 2001
The local exchange model developed by McNair et al. (1997) provides a stochastic diffusion approximation to the random-like motion of fine particles suspended in turbulent water. Based on this model, McNair (2000) derived equations governing the probability distribution and moments of the hitting time, which is the time until a particle hits the bottom
J N, McNair, J D, Newbold
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The local exchange model developed by McNair et al. (1997) provides a stochastic diffusion approximation to the random-like motion of fine particles suspended in turbulent water. Based on this model, McNair (2000) derived equations governing the probability distribution and moments of the hitting time, which is the time until a particle hits the bottom
J N, McNair, J D, Newbold
openaire +2 more sources
Journal of Theoretical Biology, 2000
Fine particles suspended in turbulent water exhibit highly irregular trajectories as they are buffeted by fluid eddies. The Local Exchange Model provides a stochastic diffusion approximation to the randomlike motion of such particles (e.g. dispersing benthic organisms in a stream). McNair et al. (1997, J. theor.
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Fine particles suspended in turbulent water exhibit highly irregular trajectories as they are buffeted by fluid eddies. The Local Exchange Model provides a stochastic diffusion approximation to the randomlike motion of such particles (e.g. dispersing benthic organisms in a stream). McNair et al. (1997, J. theor.
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Flat optics with dispersion-engineered metasurfaces
Nature Reviews Materials, 2020Wei Ting Chen +2 more
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Hit Probability Calculation of Rectangle Target based on Ellipse Dispersion of Hit Point
, 2005 Minghai Wang
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Designing screens: how to make your hits a hit
Nature Reviews Drug Discovery, 2003W Patrick Walters
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