Can You Manually Create a Vacuum with a Plunger in a Water-Filled Tube?

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SUMMARY

The discussion focuses on the mechanics of creating a vacuum using a plunger in a 6" diameter tube filled with 3" of water and 3" of air at atmospheric pressure (~15 psi). The user seeks to understand the pressure changes as the plunger is pulled to create a vacuum. According to Vmars, the pressure inside the tube can be calculated using the gas law, where pressure multiplied by volume remains constant, allowing for the determination of pressure changes as the plunger is raised. The atmospheric pressure acting on the piston remains at 15 psi, enabling calculations of force based on pressure differences and the area of the piston.

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  • Understanding of basic gas laws, specifically the ideal gas law.
  • Knowledge of pressure measurement units, particularly psi (pounds per square inch).
  • Familiarity with the concept of force as it relates to pressure and area.
  • Basic principles of fluid mechanics, especially in closed systems.
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  • Study the ideal gas law and its applications in vacuum systems.
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  • Explore the mechanics of vacuum creation in various applications, including laboratory settings.
  • Investigate the effects of temperature on gas pressure and volume in closed systems.
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Students and professionals in physics, engineering, and fluid mechanics, as well as anyone interested in practical applications of vacuum creation and pressure calculations.

vmars
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I have a 6" diameter , solid bottom, transparent , upright tube, top end open.
In the bottom of the tube is 3" of water, and on top of that is 3" of air
at atmospheric pressure, ~15 psi.

Now i insert an , air tight , plunger down thru open top , til three inches above the water.
I close the valve in the plunger, and begin to pull the air tight plunger toward the top of tube. Creating a vacuum between the water and the plunger.

When the column of air reaches 6", the atmospheric pressure should now be 7.5 psi. , and
so forth.

How much psi did it take to raise the plunger from 3" of air to 6".
And from 6" to 12".?

Thanks!
Vmars
 
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The pressure inside the tube follows the gas law; pressure * volume = constant ( if you ignore any temperature change) so you can work out the pressure inside easily.
The pressure pushing down on the piston is always 15psi (from the atmosphere above you)

So you can work out how much force there is on the piston from simply knowing the difference in pressure and the area. Pressure is just force / area, hence pounds/square inch.
 

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