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 Huggins equation Intrinsic viscosity Mark–Houwink equation Relative viscosity Viscosity
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