Results 221 to 230 of about 48,679 (259)

Mathematical and physical problems in nuclear fluid dynamics

Il Nuovo Cimento A, 1985
A biased and personal view is presented on the main motivations and results in this area of nuclear research discussed during the workshop on “Fluid Dynamical Approaches to the Many Body Problem: Fundamental and Mathematical Aspects», held in Catania from 9 to 11 April 1984.
A. Agodi, M. Di Toro, A. M. Anile
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Particles Floating on a Moving Fluid: A Dynamically Comprehensible Physical Fractal

Science, 1993
Measurements of the local dynamics on the surface of a fluid undergoing complicated motion allow prediction of the measured fractal dimension of an aggregate of passive, floating tracers. This realization of a strange attractor in physical space is a rare instance where there is a firm quantitative connection between the dimension of an experimentally ...
J C, Sommerer, E, Ott
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Physical fluid dynamics

International Journal of Heat and Mass Transfer, 1977
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Fluid dynamics approach to free reed physics

The Journal of the Acoustical Society of America, 2017
The periodic vibration of a free reed subject to a steady pressure gradient (bellows pressure) is examined from a fluid dynamics approach. In this analytic study, the self-excited forcing function is modeled from the static and dynamic pressures acting on the vibrating tongue surface.
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Physical fluid dynamics

Deep Sea Research, 1978
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Newtonian Fluid Dynamics as a Mathematical – Physical Science

2011
a>There are two mathematical–physical descriptions of fluid dynamics. The first of them is a microscopic description, from the Boltzmann equation for the (one-particle) distribution function \( f({\hbox{t}}, {\hbox{x}};{ }\xi ) \): $$ \partial f/\partial {\hbox{t }}\!\!
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Physics of fluids fidelity error-freed computational fluid dynamics mathematics

Physics of Fluids
Error mechanisms intrinsic to legacy computational fluid dynamics (CFD) effectively compromise physics of fluids fidelity prediction of current CFD codes. Rigorously derived cubically nonlinear calculus alterations to Navier–Stokes (NS) partial differential equation (PDE) systems annihilate these legacy CFD error mechanisms, 1) spatial discretization ...
A. J. Baker, James D. Freels
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Relativistic fluid dynamics: physics for many different scales

Living Reviews in Relativity, 2021
Nils Andersson, Gregory Comer, Andersson Nils   +2 more
exaly  

Fluid dynamics problems in building physics

2016
A part of building physics deals with dynamics of motion of gases (e.g. air) and liquid (e.g. water) of buildings (and their components), and things and people within and surrounding the buildings. Buildings and cities become much bigger, higher and deeper (into the ground) at an unprecedented rate.
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Fluid Dynamics Geology and Evolutionary Physics in Byron

Abstract This chapter addresses Byron’s knowledge and use of the evolution theories advanced by Georges Cuvier, Jean-Baptiste Lamarck, and Étienne Geoffroy Saint-Hilaire. The chapter’s focus is on the poet’s late ‘Mystery’ verse dramas of 1821–2. Cuvier’s 1811 theory of an Earth recurringly annihilated serves as the bleak undercurrent of
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