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2(P1-P) B4) Where (1 mark) (iii) Based on relation 1 above, write an expression for the volume flow rate for the two cases: a
Research Assignment Q1] Bernoulli Theory and Flow measurements by obstruction flow meters [13 marks] Bernoulli theorem: marks
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- Chi V2 = √ (R-B) I can volume How Rate, no losses, Cd-1 Q = AVi = A 2 V2 = A2N2 = A 2X / 3 (Pr Bey) 6) Accounting for losseSolo Giren data, 8=788.4kg (m3 de – 5.8576104 legems D=4cm d=3cm = 2 20.03m & -20.3.09 xromols 0 0 1 0 0 ie orife and CalculaReynolds number, Re-Sud Re = 788.4 X 4. 37 X 0.03 5.857x104 Re = 176, 530 Re> 2000, so the flow turbulent * Ca=0.61 ff ideadBernoullis theorem i The sum of Kinetic, Potential, and pressure energy is constant throughout cross-section. Pressure fuergstill you have any doubt ask me. I am there to help you....

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