Well, darling, pressure gauges don't give a hoot about altitude when it comes to calibration. They just want to be accurate wherever they are. So yes, pressure gauges do need to be calibrated for altitude because atmospheric pressure changes with altitude, and if you want reliable readings, you better make sure that gauge is properly calibrated.
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yes for every 5000 feet of elevation your bourdon tube type of gauge will increase by 2 psi. even though the sealed vessel you are checking remains at the same psi.
example if i have a sealed tank at sea level and it is reading 12 psi. at 5000 feet the same tank and gauge will now read 14 psi. and at 10000 feet 16 psi. the tank pressure has not changed but the gauge is now out of whack because there is less pressure pressing on the bourdon tube. less atmospheric pressure easier for the gauge to go up.
A compound pressure gauge measures both positive and negative pressure in a system. Positive pressure is the pressure above atmospheric pressure, while negative pressure is the pressure below atmospheric pressure. This type of gauge is commonly used in applications where both types of pressure need to be monitored, such as in HVAC systems or industrial processes.
How can we answer when we can't see the diagram... ----------------------------------------------------------------------------------------- ok heres the address to look at the diagram. http://media.apexlearning.com/Images/200706/08/23acc479-434a-4776-998e-d4d7dae81fe2.GIF PLEASE NEED THE ANSWER!!!! ---------------------------------------------------------------- The altitude is 20: Apex test =]
To lift 1 ton (equal to 2,000 pounds) with a hydraulic system, you would need to apply 2,000 pounds of force. Since pressure is force divided by area, and the area of a typical hydraulic cylinder is around 1 square inch, you would need 2,000 pounds per square inch (psi) of pressure to lift 1 ton. In other words, you would need a hydraulic system capable of generating 2,000 psi to lift 1 ton.
You need to know the density of the chlorine which is affected by the temperature and pressure at which the chlorine is. Once you know the density, you can convert it using: density = mass/volume → volume = mass/density. You'll need to know the density in pounds per gallon.
"600 psi" is not a compression ratio; it's a pressure. For a RATIO, you need to compare TWO different numbers.