Differential Pressure measurement problem

In summary, The conversation discusses a problem involving a flow of liquid through a pipe with a reduction in diameter. In setup 1, a pressure gauge before and after the reduction measures a pressure differential of 5psi. The question posed in setup 2 is whether connecting a thin tube between both diameters and placing one gauge would give the same result. It is determined that the gauge would read the static pressure in the small pipe, between 15psi and 10psi. To accurately measure the pressure difference, a gauge with no flow through it would be needed.
  • #1
vega7
1
0
Here is a relatively simple problem. I'm wondering if someone can give me their opinion on it or actually know experimentally if it is true.

Here is the diagram:

pipe.jpg


A flow of liquid (say water) is pumped through a pipe that has a reduction in diameter. You place a pressure gauge before and after the reduction to measure the pressure.
In setup 1, you have 15psi before and 10psi after. The pressure differential is 5psi.

Now, here is the part I am not sure about. In setup 2, If you connected a thin tube (as not to disturb system) between both diameters and then placed one gauge. What would that gauge read? Would this setup work?
Would the pressure read the differential pressure of 5psi (as above)? Or, would it just be the average of the pressures 12.5psi? Or, would it read something else?

Has anyone tried this?
 
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  • #2
Think about the limiting case where there was no flow through the system and the pressure was the same everywhere (say 10psi). Why do you think the gauge in setup 2 would read zero?

If there is some flow through the large pipe, there will also be flow through the small pipe. The gauge will read the static pressure in the small pipe, which will be some value between 15psi and 10psi depending on the exact geometry of the system.

You could connect a single gauge to measure the pressure difference across the change in area, but you would need a gauge with NO flow through it, e.g. a U-tube manometer with the one arm of the U connected to the upstream side and the other to the downstream side.
 

1. What is differential pressure measurement and why is it important?

Differential pressure measurement is a method used to measure the difference between two pressures. It is important because it allows us to accurately measure and monitor changes in pressure, which can be critical in various applications such as flow measurement, level measurement, and leak detection.

2. How is differential pressure measured?

Differential pressure is typically measured using a device called a differential pressure gauge or transmitter. This device consists of two pressure sensors connected to a diaphragm, which measures the difference in pressure between the two sensors. The output is then converted into a readable measurement, such as psi or inches of water column.

3. What are some common sources of error in differential pressure measurement?

Some common sources of error in differential pressure measurement include incorrect calibration, clogging of the pressure ports, and changes in ambient temperature or atmospheric pressure. It is important to regularly calibrate and maintain the equipment to ensure accurate measurements.

4. How can differential pressure measurement be used in process control?

In process control, differential pressure measurement can be used to monitor and control various parameters such as flow rate, level, and pressure. By measuring the pressure difference before and after a control valve or restriction, the flow rate can be accurately calculated and adjusted to maintain desired process conditions.

5. What are some common applications of differential pressure measurement?

Differential pressure measurement has many applications in various industries such as HVAC, oil and gas, chemical processing, and water treatment. Some common applications include flow measurement in pipelines, level measurement in tanks, and filter monitoring in air and water systems.

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