multivariate production systems optimization - Stanford University
multivariate production systems optimization - Stanford University
multivariate production systems optimization - Stanford University
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Orkiszewski's contribution was an original correlation to model slug flow. The<br />
flow map of Orkiszewski (1967) is partitioned by the boundaries of<br />
LB = 1.071 - 0.2218 VM 2<br />
D ; LB ≥ 0.13 (3.80)<br />
LS = 50 + 36 NLV<br />
34<br />
(3.81)<br />
LM = 75 + 84 N LV 0.75 (3.82)<br />
where the dimensionless numbers N LV and N GV , as proposed by Ros (1961), are<br />
NLV = VSL<br />
NGV = VSG<br />
4<br />
4<br />
ρL<br />
g σ<br />
ρL<br />
g σ<br />
The flow regimes are identified by the following rules:<br />
Bubble<br />
Slug<br />
VSG<br />
VM<br />
VSG < LB<br />
VM<br />
> LB and N GV < L S<br />
Transition L S < N GV < L M<br />
Annular-Mist L M < N GV<br />
The flow-pattern map suggested by Orkiszewski (1967) is shown in Figure 3.3.<br />
(3.83)<br />
(3.84)