Use of the Palle, Nolan and Miller Correlation found in 2005 Physics
of Fluid Article
The Correlation Takes the Basic Form
D(T,P) = f(Tr,Pr)*(Patm/P) *D(T,Patm)
Maple used to compute Diffusivities
Calculate the diffusivity of C2H4 and trace CO2
> restart
Calculate the Diffusivity at the given temperature and
atmospheric pressure using the start301 program dcalc
> D12o := array ( 1…3, [1.1361e-5 * m^2/s , 1.3284e-5 * m^2/s,
1.5244e-5 *m^2/s]);
Also obtain critical temperature and critical pressure
from start301.
> Pc1:=5066.3 kPa;Pc2:=7380.5
kPa; Tc1:=282.4 K;Tc2:=304.2 K; kPa:=1/100
bar;
Indicate mass fractions (if unknown, assume equimass)
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Calculate the mean critical temperature and mean
critical pressure
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Indicate diffusion conditions (in bar and K)
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Calculate reduced temperature and pressure
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From here you calculate a correlating function f(Tr,Pr)
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Calculate the diffusion coefficient at conditions
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Plot using Matlab
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