fluid mechanics


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Related to fluid mechanics: fluid dynamics

fluid mechanics,

branch of mechanicsmechanics,
branch of physics concerned with motion and the forces that tend to cause it; it includes study of the mechanical properties of matter, such as density, elasticity, and viscosity.
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 dealing with the properties and behavior of fluids, i.e., liquids and gases. Because of their ability to flow, liquids and gases have many properties in common not shared by solids. The special study of fluids in motion, or fluid dynamics, makes up the larger part of fluid mechanics. Branches of fluid dynamics include hydrodynamics (study of liquids in motion) and aerodynamics (study of gases in motion). Hydrodynamics is often used synonymously with fluid dynamics, since most of the results from the study of liquids also apply to gases. A plasmaplasma,
in physics, fully ionized gas of low density, containing approximately equal numbers of positive and negative ions (see electron and ion). It is electrically conductive and is affected by magnetic fields.
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 is also a fluid (see states of matterstates of matter,
forms of matter differing in several properties because of differences in the motions and forces of the molecules (or atoms, ions, or elementary particles) of which they are composed.
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) and can be described by many of the principles of fluid mechanics, but its electromagnetic properties must also be taken into account. The study of plasmas in motion is known as magnetohydrodynamicsmagnetohydrodynamics
, study of the motions of electrically conducting fluids and their interactions with magnetic fields. The principles of magnetohydrodynamics are of particular importance in plasma physics. See nuclear energy.
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 and includes principles from several fields.

Fluid mechanics

The engineering science concerned with the relation between the forces acting on fluids (liquids and gases) and their motions, and with the forces caused by fluids on their surroundings. It is distinct from solid mechanics by virtue of the different responses of fluids and solids to applied forces. In an ideal elastic solid, the deflection or deformation is proportional to the applied stress, whereas a fluid cannot support an applied shear stress unless it is in motion. In most fluids, called simple or newtonian fluids, it is the rate of deformation of the fluid, as opposed to the amount of deformation in a solid, that is proportional to the applied stress. See Fluid flow, Newtonian fluid

Many substances of everyday experience and of engineering importance are found naturally in the fluid state. These include water (liquid and vapor), air (gaseous and liquid), as well as other liquids and gases of natural and industrial importance. The most common fluids are newtonian under most flow conditions.

Fluid mechanics treats the fluid as a continuum, ignoring the fact that it actually consists of individual molecules that may be, in the case of gases, widely spaced compared to molecular dimensions. Nevertheless, the continuum assumption is valid for almost all applications down to the size of bacteria. An exception occurs with gases at very low densities, such as exist in the uppermost regions of the atmosphere. At extremely high altitudes the mean free paths of air molecules—that is, the distances they travel between collisions in random thermal motion—can become as large, or even larger than, the dimensions of a space vehicle, making the assumption of a continuum invalid. See Rarefied gas flow

Fluid mechanics is of fundamental importance to a number of disciplines, including aerospace, chemical, civil, environmental, mechanical, and ocean engineering, as well as to climatology, geology, meteorology, and oceanography. Applications in these fields include, but are not limited to, the study of fluid forces acting on vehicles; flows in natural rivers and artificial channels and the flow of ground water; the dispersion of pollutants in the atmosphere, lakes, rivers, and oceans; the flows in the circulatory and pulmonary systems of humans and animals; the flows in pipelines that carry crude oil and natural gas over many hundreds, or even thousands, of miles from the petroleum fields of their origin to deep-water ports or refineries; the flow of molten plastics or metals filling molds in the manufacture of numerous solid parts; the flow in pumps for water distribution systems; and both hydraulic and gas turbines for power generation and propulsion. Fluid mechanics forms the basis for much of chemistry and physics, and is sometimes applied to such apparently remote fields as cosmology. The fluid mechanical behavior of gases and liquids plays an important role in the dispersion of dissolved or entrained substances. See Aerodynamic force, Aerodynamics, Hydrodynamics

fluid mechanics

[¦flü·əd mə′kan·iks]
(mechanics)
The science concerned with fluids, either at rest or in motion, and dealing with pressures, velocities, and accelerations in the fluid, including fluid deformation and compression or expansion.
References in periodicals archive ?
The mechanisms of wave-vortex duality and vortex coupling found in fluid dynamics (Buhler 2005) provides sufficient analogy to the above described systems to further uphold the conjecture that fluid mechanics describes a system of data storage and processing in this conceptual framework.
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Selected from presentations at a 2018 international fluid mechanics conference in Ljubljana, Slovenia, 30 papers explore recent findings and thinking in the field.
Tenders are invited for Supply and installation of fluid mechanics heat transfer equipment for chemical engineering
The original textbook has been divided over the years into three independent but complementary volumes, the first setting out the basis and fundamentals of the finite element method and the third surveying its applications in fluid mechanics. This volume considers advanced problems in solid and structural mechanics for researchers familiar with the finite element method at the level of the first volume.
IN JULY 1967 EDITORS OF THE JOURNAL OF FLUID MECHANICS REVIEWED AN EDUCATIONAL FILM series and declared fluid mechanics "photogenic."
This is the 42nd volume of an annual volume that presents review articles of recent work in the field of fluid mechanics. Editors Davis (Northwestern U.) and Moin (Stanford U.) present 23 review essays, covering such topics as fluvial sedimentary patterns, shear bands in matter with granularity, turbulent dispersed multiphase flow, turbidity currents and their deposits, measurement of the velocity gradient tensor in turbulent flows, fraction drag reduction of external flows with bubble and gas injections, wave-vortex interactions in fluids and superfluids, scale-dependent models for atmospheric flows, airflow and particle transport in the human respiratory system, fluid dynamics of urban atmospheres in complex terrain, and wavelet methods in computational fluid dynamics, to name a few.
A TAPPI member since 1976, Kerekes has been active in the Fluid Mechanics Committee and he served on the TAPPI/CPPA Joint Committee of the Journal of Pulp and Paper Science.
"The fluid mechanics problem is simpler this way," says Hover.