dynamic to kinematic viscosity calculator

Oxygen dynamic and kinematic viscosity at atmospheric pressure and varying temperature:ĭynamic viscosity of oxygen at varying temperature and 1, 10, 50 and 100 bara (14. See also other properties of Oxygen 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, methanol, nitrogen, propane and water. 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 calculator below can be used to estimate oxygen dynamic or kinematic viscosity at given temperatures and atmospheric pressure. Oxygen phase diagram Online Oxygen Viscosity Calculator Tabulated values 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. COMMON DYNAMIC OR ABSOLUTE VISCOSITY UNITSġ Pascal second (Poiseuille) = 1000 Centipoiseġ Pascal second (Poiseuille) = 10 Dyne second / centimetre2ġ Pascal second (Poiseuille) = 0.0102 Gram force seconds / centimetre2ġ Pascal second (Poiseuille) = 10 Gram / centimetre secondġ Pascal second (Poiseuille) = 0.102 Kilogram force seconds / metre2ġ Pascal second (Poiseuille) = 3600 Kilogram / metre hourġ Pascal second (Poiseuille) = 1 Kilogram / metre secondġ Pascal second (Poiseuille) = 107 Micropoiseġ Pascal second (Poiseuille) = 1 Newton Second / metre2ġ Pascal second (Poiseuille) = 0.0209 Pound force seconds / ft2ġ Pascal second (Poiseuille) = 0.000145 Pound force seconds / in2ġ Pascal second (Poiseuille) = 2419.1 Pound / foot hourġ Pascal second (Poiseuille) = 0.672 Pound / foot secondġ Pascal second (Poiseuille) = 0.056 Pound / inch secondġ Pascal second (Poiseuille) = 0.672 Poundal seconds / ft2ġ Pascal second (Poiseuille) = 0.000145 Reynġ Pascal second (Poiseuille) = 0.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. A liquid with a high thickness, for example, pitch, may give off an impression of being a strong. Something else, the second law of thermodynamics requires all liquids to have positive thickness such liquids are in fact said to be gooey or viscid. Zero thickness is watched distinctly at exceptionally low temperatures in superfluid's. This is on the grounds that a power is required to defeat the grating between the layers of the liquid which are in relative movement: the quality of this power is corresponding to the consistency.Ī liquid that has no protection from shear pressure is known as a perfect or inviscid liquid. To calculate dynamic viscosity, divide the distance between layers by the shear velocity, then multiply by the shear stress. u t (y/v) u t (y/v) Where u is the dynamic viscosity. When you know the viscosity, you can amongst others calculate the number.

The unit of dynamic viscosity is the Poiseuille (Pa·s). When the resistance gets higher, the viscosity get greater with it. In such a case, tests show that some pressure, (for example, a weight contrast between the two parts of the bargains) is expected to support the move through the cylinder. The following formula is used to calculate dynamic viscosity. Calculate with this converting program the units to US/UK units or SI units. For example, when a liquid is constrained through a cylinder, it streams more rapidly close to the cylinder's hub than close to its dividers. Thickness can be conceptualized as evaluating the inward frictional power that emerges between adjoining layers of liquid that are in relative movement. For fluids, it relates to the casual idea of 'thickness': for instance, syrup has a higher consistency than water. The consistency of a liquid is a proportion of its protection from distortion at a given rate.

Dynamic to kinematic viscosity calculator