Static Viscosity Formula:
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Static viscosity is the viscosity of continuous flow, which measures the ratio of the viscous force to the inertial force on the fluid. It represents the internal resistance of a fluid to flow under static conditions.
The calculator uses the Static Viscosity formula:
Where:
Explanation: This formula calculates the static viscosity by dividing the wall viscosity by the ratio of wall temperature to static temperature.
Details: Accurate static viscosity calculation is crucial for fluid dynamics analysis, heat transfer calculations, and designing efficient fluid systems in various engineering applications.
Tips: Enter wall viscosity in Pascal Second, wall temperature in Kelvin, and static temperature in Kelvin. All values must be positive numbers greater than zero.
Q1: What is the difference between static viscosity and dynamic viscosity?
A: Static viscosity refers to the viscosity under static conditions, while dynamic viscosity refers to viscosity when the fluid is in motion.
Q2: Why is temperature important in viscosity calculations?
A: Temperature significantly affects viscosity as most fluids become less viscous when heated and more viscous when cooled.
Q3: What are typical units for viscosity measurement?
A: The SI unit is Pascal Second (Pa·s), but other common units include Poise (P) and Centipoise (cP).
Q4: How does wall viscosity differ from static viscosity?
A: Wall viscosity is the viscosity of fluid near the wall during turbulent flow, while static viscosity is the viscosity of continuous flow.
Q5: What factors can affect viscosity measurements?
A: Temperature, pressure, fluid composition, and shear rate can all affect viscosity measurements.