Fluent 6.3.26.rar
extension September 10, 2016 – Uses the LPBS method proposed in Fluent to implement slip conditions. a number that determines the degree of rarefaction of the gas:. (10.5)
As follows from table 10.6 (see Fig. 10.26), the coefficient K, which takes into account the influence of temperature, is equal to:
, (10.5)
and the number that determines the degree of rarefaction of the gas is:
, (10.6)
where K, Q.Slip condition
for a given gas is the equality between the pressure at the point P at the initial time t and at the end of the time interval T, equal to the length of this segment .
, (10.5)
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