It contrasts with thermal effects when it is found in the numerator of the (*) Prandtl number and, in the denominator of the Reynolds number, it contrasts with inertial effects.  
According to the ASTM D341 method, the calculation to find this property for a mixture makes use of the logarithm of the logarithm of this property for the individual components to find a blending index, a procedure also known as the Refutas function.  In liquids, the temperature dependence of this property can be found with the Williams-Landel-Ferry model, but it is usually simplified to an exponential decrease with an increase in temperature.  It contrasts with thermal effects when it is found in the numerator of the (*) Prandtl number and, in the denominator of the Reynolds number, it contrasts with inertial effects.  Constant for Newtonian fluids, for 10 points, name this property that describes a fluid's resistance to stress deformation, commonly known as a resistance to flow.
According to the ASTM D341 method, the calculation to find this property for a mixture makes use of the logarithm of the logarithm of this property for the individual components to find a blending index, a procedure also known as the Refutas function.  
{viscosity}