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\Delta p = p_{in} - p_{out} = \frac{ \rho \cdot (1- \beta^4)}{0.125 \, \pi^2 \, d^4 \, C_d^2 \, \epsilon^2} \cdot q^2 |
where
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| orifice diameter | ||||
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| orifice narrowing ratio | ||||
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| expansion factor |
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p_{outwf, k} = p_{wfout} - + \rho \, g \, z_k |
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q = \sum_k \frac{B_w(p_{e, k})}{B_w(p_{out})} \cdot J_k \cdot \left[ p_{out} + \rho \, g \, z_k - p_{e, k} \right] |
...
which is equivalent to
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See Also
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