Answer: The viscosity of a liquids usually decrease when heated.
Most relevant text from all around the web:
When does the viscosity of a liquid decrease?
In general the viscosity of a system depends in detail on how the 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 1988. Although these expressions are each exact calculating the viscosity of a dense fluid using these relations currently requires the use of molecular dynamics computer simulations. On the other hand much more progress can be mad…
In general the viscosity of a system depends in detail on how the 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 1988. Although these expressions are each exact calculating the viscosity of a dense fluid using these relations currently requires the use of molecular dynamics computer simulations. On the other hand much more progress can be made for a dilute gas. Even elementary assumptions about how gas molecules move and interact lead to a basic understanding of the molecular origins of viscosity. More sophisticated treatments can be constructed by systematically coarse-graining the equations of motion of the gas molecules. An example of such a treatment is Chapman–Enskog theory which derives expressions for the viscosity of a dilute gas from the Boltzmann equation. Momentum transport in gases is generally mediated by discrete molecular collisions and in liquids by attractive forces which bind molecules close together. Because of this the dynamic viscosities of liquids are typically much larger than those of gases. Elementary calculation of viscosity for a dilute gas Consider a dilute gas moving parallel to the ${\displaystyle x}$-axis with velocity ${\displaystyle u(y)}$ that depends only on the ${\di...
Disclaimer:
Our tool is still learning and trying its best to find the correct answer to your question. Now its your turn, "The more we share The more we have". Comment any other details to improve the description, we will update answer while you visit us next time...Kindly check our comments section, Sometimes our tool may wrong but not our users.
Are We Wrong To Think We're Right? Then Give Right Answer Below As Comment
No comments:
Post a Comment