Calculation of viscosity in FPROPS is currently in development. Ultimately, different publications provide different types of correlations (equations), so we implement a system that permits alternative correlations to be selected.
where dynamic viscosity is the sum of an ideal (zero-pressure) component , a residual component , and optionally, a critical-region component . Note that viscosity is said to increase to infinity in the vicinity of the critical point (which seems to suggest that it would make more sense to calculate in terms of something like an 'inviscidity' instead...?)
The ideal part is calculated as
Here, is referred to as the Lennard-Jones size parameter, and is a length value specific to each fluid. is the molecular mass. The units of the value need to be determined; Lemmon & Jacobsen state that the result as-written is returned in units of µPa·s. The expression is referred to as the collision integral and is a series with fluid-specific coefficients and exponents , calculated as
The residual part is calculated more simply, as
where , , and fluid-specific correlation data provides a table with n rows of values for , , and . The coefficient is defined as
The critical-point component, is not yet implemented.
- A Fenghour, W A Wakeham and V Vesovic, 1998. "The Viscosity of Carbon Dioxide", J Phys Chem Ref Data 27(1) (doi:10.1063/1.556013, pdf)
- E W Lemmon and R T Jacobsen, 2004. "Viscosity and Thermal Conductivity Equations for Nitrogen, Oxgen, Argon and Air", International Journal of Thermophysics 25(1) (doi:10.1023/B:IJOT.0000022327.04529.f3, pdf)