This model describes the mass flow rate and pressure difference relation of an orifice in the form
V̇ = k Δpm,
where V̇ is the volume flow rate, k is a flow coefficient and m is the flow exponent. The flow coefficient is
k = CD A (2/ρ0)0.5,
where CD is the discharge coefficient, A is the cross section area and ρ0 is the mass density at the medium default pressure, temperature and humidity.
For turbulent flow, set m=1/2 and for laminar flow, set m=1. Large openings are characterized by values close to 0.5, while values near 0.65 have been found for small crack-like openings (Dols and Walton, 2002).
lWet
as it is only used to compute
the Reynolds number, and the Reynolds number is not used by this model.
Also removed the variable Re
for the Reynolds number.useConstantDensity
to
useDefaultProperties
to use consistent names within this package.
A conversion script can be used to update this parameter.
rho
with rho_nominal
because
rho
is computed in an equation
section and not
in the initial equation
section.