Dynamic viscosity of gas from temperature¶
Viscosity is a phenomenon of molecular transport, the property of fluid bodies (liquids and gases) to resist the movement of one part of them relative to another. As a result, the macroscopic work expended on this movement is dissipated as heat. Unlike liquids, the viscosity of gases increases with increasing temperature, whereas for liquids it decreases with increasing temperature.
Conditions:
The gas is ideal.
Links:
- dynamic_viscosity¶
dynamic_viscosityof the gas at the giventemperature.- Symbol:
mu- Latex:
\(\mu\)
- Dimension:
pressure*time
- reference_dynamic_viscosity¶
dynamic_viscosityof the gas at thereference_temperature.- Symbol:
mu_0- Latex:
\(mu_{0}\)
- Dimension:
pressure*time
- temperature¶
temperatureat which the viscosity value is calculated.- Symbol:
T- Latex:
\(T\)
- Dimension:
temperature
- reference_temperature¶
temperatureat which the reference viscosity value is calculated.- Symbol:
T_0- Latex:
\(T_{0}\)
- Dimension:
temperature
- sutherland_constant¶
Sutherland constant of the gas.
- Symbol:
C- Latex:
\(C\)
- Dimension:
temperature
- law¶
mu = mu_0 * (T_0 + C) / (T + C) * (T / T_0)^(3/2)- Latex:
- \[\mu = mu_{0} \frac{T_{0} + C}{T + C} \left(\frac{T}{T_{0}}\right)^{\frac{3}{2}}\]