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# Calculate flow rate from pressure

Q = k √ΔP. Q = **Flow rate**. K = orifice coefficient. ΔP = **Pressure** drop. To verify this equation, the value of k can be **calculated** using the first entry by dividing the **flow rate** by the square root of differential **pressure**. The value of k thus obtained can be used to verify other entries by multiplying their **pressure** drop value by k or by.

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The volume **flow rate** formula can be written in symbols as: Q =. V T. where V denotes volume and t denotes time. The SI unit for the **flow rate** is m/s, although there are many other units for Q in general use. A sleeping adult's pulse, for example, pumps blood at a **rate** of 5.00 litres per minute. A litre (L) is equal to 1/1000 of a cubic meter or.

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The **flow** range of actual **flow** meter is normally in actual velocity, m/s, or f/S. Therefore the calculation is between velocity and volume **flow**, and between standard **flow** and actual **flow** Say the inner diameter of a compressed air pipeline is 100mm, **flow** **rate** about 2000Nm3/hr, **pressure** 7 barG, there is a vortex **flow** meter which can measure 2~60 Nm/s.

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**Pressure** Point 11: Calculating **Flow Rate** from **Pressure** Measurements. Fluid **flow** occurs with the motion of liquid and gaseous materials and **pressure** sensors play a critical role in determining many aspects of fluid **flow**. Fluid dynamics provides the means of understanding the parameters that impact fluid **flow**.

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To **calculate flow rate from pressure** the formula is expressed as such: In the Poiseuille equation (p1 - p2) = Δp is the **pressure** difference between the ends of the pipe (**pressure** drop), μ is the dynamic viscosity of the fluid, L and R are the length and radius of the pipe segment in question, and π is the constant Pi ≈ 3.14159 to the fifth.

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