Pressure gauge submerged in a fluid column

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Homework Help Overview

The discussion revolves around understanding the pressure readings on a gauge submerged at different depths within a fluid column. The subject area includes fluid mechanics and pressure measurement principles.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the relationship between depth and pressure, questioning how pressure readings change as the gauge is submerged. There is an attempt to reconcile the expected decrease in pressure with the understanding that pressure increases with depth in a fluid.

Discussion Status

Some participants have provided clarifications regarding the pressure behavior in a fluid column, noting that pressure increases with depth. There is an ongoing exploration of the implications of this understanding on gauge readings at different depths.

Contextual Notes

Participants are discussing the implications of the pressure equation P=pgh and its application to gauge readings, with some uncertainty about the definitions and assumptions related to gauge pressure at various depths.

TyErd
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Homework Statement


What reading will we see on a pressure gauge that is at the middle and bottom of a fluid column? and why


Homework Equations


P=pgh where p is density and P is pressure


The Attempt at a Solution


Well according to the equations as the gauge drop lower and lower it should decrease in pressure meaning before the gauge is dropped in it must have a greater than zero reading on the gauge and as it descends it reduces until it reaches zero, however that cannot be the case because pressure will increase when an object is submerged under water. Does it have something to do with buoyancy?
 
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Try again Ty. The pressure is greater at the bottom of a fluid column. h is measured from the free surface of the fluid
 
so that means the readings will be opposite? so the gauge pressure at the top will be zero since h is zero?
 
TyErd said:
so that means the readings will be opposite? so the gauge pressure at the top will be zero since h is zero?

The equation gives the pressure at the bottom of a column, given the columns height. To use this equation, we simply define the gauge position as the bottom of the column. (We know that the fluid below the gauge does not affect its reading).
 

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