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Hello everyone.
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In the present problem it is given that the orifies diameter is equal to 124 mm, the inner diameter of 5 is equal to 150 mm, the density oil is given as 877 kg per meter 2.
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The allowed difference in water levels and the nanometer is 750 emm.
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The discharge coefficient cv is equal to 0 .6.
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We have to find if a water manometer is coupled across the orifice plate, what is a volumetric flow rate at which oil can be metered? denoted by capital letter q in terms of liter per second.
00:46
Coming to the solution, we have the volumetric flow through orifice is given by the formula as q is equal to c.
01:12
A not whole root of 2 delta p multiplied by row.
01:22
Let this be equation 1 where row is the density of oil which is equal to 877 kg per meter cube.
02:00
Manometer reading is given as delta h is equal to 750 millimeter which is equal to 0 .750 meter.
02:21
We have delta p given by the formula is row wg delta h...