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Viscosity - Molecular origins |  | Viscosity - Molecular origins: Encyclopedia II - Viscosity - Molecular origins |  | The viscosity of a system is determined by how molecules constituting the system interact. There are no simple but correct expressions for the viscosity of a fluid. The simplest exact expressions are the Green-Kubo relations for the linear shear viscosity or the Transient Time Correlation Function expressions derived by Evans and Morriss in 1985. Although these expressions are each exact in order to calculate the viscosity of a dense fluid, using these relations requires the use of molecular dynamics computer simulation.< ...
See also:Viscosity, Viscosity - Newton's theory, Viscosity - Measurement of viscosity, Viscosity - Units, Viscosity - Molecular origins, Viscosity - Gases, Viscosity - Liquids, Viscosity - Viscosity of some common materials, Viscosity - Can solids have a viscosity?, Viscosity - Bulk viscosity, Viscosity - Eddy viscosity, Viscosity - Fluidity, Viscosity - Etymology, Viscosity - Bibliography |  | | Viscosity, Viscosity - Can solids have a viscosity?, Viscosity - Bibliography, Viscosity - Bulk viscosity, Viscosity - Eddy viscosity, Viscosity - Etymology, Viscosity - Fluidity, Viscosity - Gases, Viscosity - Liquids, Viscosity - Measurement of viscosity, Viscosity - Molecular origins, Viscosity - Newton's theory, Viscosity - Units, Viscosity - Viscosity of some common materials, Thixotropy, Dilatant, Viscosity Index |  | |
|  |  | Viscosity: Encyclopedia II - Viscosity - Molecular origins
Viscosity - Molecular origins
The viscosity of a system is determined by how molecules constituting the system interact. There are no simple but correct expressions for the viscosity of a fluid. The simplest exact expressions are the Green-Kubo relations for the linear shear viscosity or the Transient Time Correlation Function expressions derived by Evans and Morriss in 1985. Although these expressions are each exact in order to calculate the viscosity of a dense fluid, using these relations requires the use of molecular dynamics computer simulation.
Viscosity - Gases
Viscosity in gases arises principally from the molecular diffusion that transports momentum between layers of flow. The kinetic theory of gases allows accurate prediction of the behaviour of gaseous viscosity, in particular that, within the regime where the theory is applicable:
- Viscosity is independent of pressure; and
- Viscosity increases as temperature increases.
Viscosity - Liquids
In liquids, the additional forces between molecules become important. This leads to an additional contribution to the shear stress though the exact mechanics of this are still controversial. Thus, in liquids:
- Viscosity is independent of pressure (except at very high pressure); and
- Viscosity tends to fall as temperature increases (for example, water viscosity goes from 1.79 cP to to 0.28 cP in the temperature range from 0°C to 100°C); see temperature dependence of liquid viscosity for more details.
The dynamic viscosities of liquids are typically several orders of magnitude higher than dynamic viscosities of gases.
Other related archives1930, viscoelastic, ASTM, C, Dilatant, Fluids, France, Gases, George Gabriel Stokes, Green-Kubo relations, Isaac Newton, James Clerk Maxwell, Jean Louis Marie Poiseuille, Liquids, Maxwell materials, N, Newtonian fluids, Non-Newtonian fluids, Pitch drop experiment, SI, Thixotropy, Viscosity, Viscosity Index, amorphous solids, apparent glass flow, cgs, cm, density, elastic, energy, engineering, equilibrium, fluid, fluids, friction, g, gases, geology, glass, gradient, heat, honey, inertial, kg, liquids, m, mistletoe, ocean, parallel, pascal, perpendicular, physical unit, plastic, poise, pressure, rheids, s, second, shear stress, solid, solids, solution, standard state, stokes, stress, temperature dependence of liquid viscosity, tensor, trace, turbulence, vegetable oil, velocities, velocity, viscometer, water, wind
 Adapted from the Wikipedia article "Molecular origins", under the G.N U Free Docmentation License. Please also see http://en.wikipedia.org/wiki |
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