![]() 1 Pa s = 1 kg/(m s) = 1 (N s)/m 2 = 10 P = 1000 cP = 0.672197 lb/(ft s) = 2419.08 lb/(ft h) = 0.00014504 reynĪbsolute or Dynamic Viscosity Unit ConverterĬentistoke = square millimeter/second, square foot/hour, square foot/second, square inch/second, square meter/hour, square meter/second, stoke = square centimeter/second.* The atmospheric boiling point of methanol is 64.15 ☌ (147.47 ☏), and methanol must therefore be pressurized to be present as liquid above that temperature.Ĭentipoise, gram/(centimeter second) = poise, kilogram/meter second =newton second/square meter = pascal second, pound/(foot hour) , pound/(foot second), reyn The atmospheric boiling point of methanol is 64.15 ☌ (147.47 ☏), and methanol must therefore be pressurized to be present as liquid above that temperature.ĭynamic (absolute) and kinematic viscosity of liquid methanol at given temperatures and pressures, SI and Imperial units:įor full table with Dynamic and Kinematic Viscosity - rotate the screen! State See also other properties of Methanol at varying temperature and pressure: Density and specific weight and Specific Heat (Heat Capacity), and Thermophysical properties at standard conditions,Īs well as dynamic and kinematic viscosity of air, ammonia, benzene, butane, carbon dioxide, ethane, ethanol, ethylene, methane, nitrogen, oxygen, propane and water.ĭynamic and kinematic viscosity of liquid methanol at varying temperature: Temperature Choose the actual unit of temperature: While the kinematic viscosity is given as cSt, m 2/s, and ft 2/s The output dynamic viscosity is given as Pa*s, N*s/m 2, cP, mPa*s, lb f*s/ft 2 and lb m/(ft*h), The atmospheric boiling point of methanol is 64.15 ☌ (147.47 ☏), and methanol must be pressurized to be present as liquid above that temperature. ![]() The calculator below can be used to estimate dynamic or kinematic viscosity of liquid methanol at given temperatures. Tabulated values of methanol viscosity and viscosity units conversion are given below the figures. Absolute or dynamic viscosity is used to calculate Reynold's Number to determine if a fluid flow is laminar, transient or turbulent. The viscosity of a fluid is a measure of its resistance to gradual deformation by shear stress or tensile stress.įor further definitions, go to Absolute (dynamic) and kinematic viscosity.
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