- Source: Reduced viscosity
In fluid dynamics, the reduced viscosity of a polymer is the ratio of the relative viscosity increment (
η
i
{\displaystyle \eta _{i}}
) to the mass concentration of the species of interest (c). It has units of volume per unit mass.
The reduced viscosity is given by:
η
i
c
{\displaystyle {\frac {\eta _{i}}{c}}}
where
η
i
{\displaystyle \eta _{i}}
is the relative viscosity increment given by
η
i
=
η
−
η
s
η
s
{\displaystyle \eta _{i}={\frac {\eta -\eta _{s}}{\eta _{s}}}}
(Where
η
s
{\displaystyle \eta _{s}}
is the viscosity of the solvent.)
See also
Relative viscosity
Viscosity
Intrinsic viscosity
Huggins equation
References
Kata Kunci Pencarian:
- Kaleng aluminium
- Helium
- Rasa lapar hedonis
- Saus keju
- Reduced viscosity
- Viscosity
- Viscosity index
- Motor oil
- Hemorheology
- Melting
- Guar gum
- Petroleum refining processes
- Newtonian fluid
- Huggins equation