Search results
Results from the WOW.Com Content Network
Find dynamic and kinematic viscosity of air at different temperatures and pressures using online calculator or tables. Compare air viscosity with other gases and fluids and learn how to use viscosity in engineering applications.
Use the kinematic viscosity of air calculator to find out the viscosity of air at given pressure and temperature.
Enter the temperature of the air into the calculator to determine the viscosity.
Learn how the viscosity of air depends on temperature and pressure, and how to calculate the kinematic viscosity from the dynamic viscosity. Find tables of values for both viscosities at different temperatures and atmospheric conditions.
Calculate the viscosity of air at any temperature using a mathematical formula and Sutherland's constant. Learn the definition, importance, and units of air viscosity and see examples and FAQs.
Calculation Formula. To calculate the viscosity of air, the formula used is: \ [ \mu = \frac {b \times T^ {3/2}} {T + S} \] where: \ (\mu\) is the viscosity in Pascal seconds (Pa.s), \ (b\) is a constant equal to \ (1.458 \times 10^ {-6}\), \ (T\) is the temperature in Kelvin, \ (S\) is a Sutherland's constant of \ (110.4\) K. Example Calculation.
Online calculator, figures and tables with dynamic (absolute) and kinematic viscosity for air at temperatures ranging -100 to 1600°C (-150 to 2900°F) and at pressures ranging 1 to 10 000 bara (14.5 - 145000 psia) - SI and Imperial Units.
Compute answers using Wolfram's breakthrough technology & knowledgebase, relied on by millions of students & professionals. For math, science, nutrition, history ...
The 'Air Viscosity Calculator' can be used to quickly estimate viscosity of air in centipoise for the specified temperature and pressure conditions. The calculator is valid for pressure values between 1 - 250 bara and temperature values between 80 - 2500 K.
The Dynamic Viscosity of Air Calculator is a specialized tool that computes the resistance of air to flow, also known as its dynamic viscosity, under varying temperature conditions.