Velocity of Liquid: Pressure & Density Factors

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To determine the velocity of a liquid with a density of 0.885 g/cm³ and a total pressure of 17236.89 kPa, the relevant formula is V² = 2P/D. The area of the nozzle is not required for this calculation, as the focus is on the relationship between pressure, density, and velocity. The nozzle in question has a diameter of 0.16 mm and consists of eight holes. Understanding these parameters allows for accurate calculations of liquid velocity under varying conditions.
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I am trying to determine the velocity of a liquid. The density of the liquid is .885 g/cm3. The pressure at which it is being forced is 17236.89 kpa. What else do I need to know? I am looking for a formula to help me in other calculations with different pressures and densities. Thanks in advance for any help.
 
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I assume it is being forced out of a nozzle or hole at that pressure. (Is that the total pressure or pressure above atmospheric?) The main other detail you need is the area of the hole/nozzle, though there is a difference between the measured area and the 'effective' area. That difference can depend on the internal geometry of the container.
 
Yes it is being sprayed from a nozzle in this case which is .16mm per hole and a total of 8 holes. The pressure is total.
 
Correction, you don't need the area - was thinking of a different problem.
Pressure P, velocity V, density D, area A. Power = P.A.V = A.V.D.(V2/2), V2 = 2P/D.
 
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