Will the barometer reading rise or fall ?

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Homework Help Overview

The discussion revolves around the behavior of a barometer in an elevator under different conditions, specifically when the elevator is accelerating upwards and when it is in free fall. The subject area includes fluid mechanics and pressure principles.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore how the barometer reading changes with the elevator's acceleration and question the implications of free fall on the liquid column's behavior. There are inquiries about the relationship between the height of the liquid column and pressure.

Discussion Status

The discussion is active, with participants providing insights into the physics of pressure in a barometer and how it relates to the forces acting on the liquid column during acceleration and free fall. Some guidance has been offered regarding the effects of upward acceleration and free fall on the barometer reading.

Contextual Notes

Participants are considering the implications of different scenarios, such as the effects of acceleration and free fall, while also questioning the assumptions about the system's behavior under these conditions.

gandharva_23
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If i have a barometer which reads 76cm of hg when kept in an elevator when the elevator is at rest . now the elevator starts going up with some acceleration . will the barometer read less than , greater than or equal to 76cm of hg . also explain why . what will happen if the barometer is under free fall ?
 
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How does a barometer work?

What is significant about the height of a column of liquid and the pressure in the liquid?
 
If the elevator is going in the upward direction with some acceleration the liquid level will rise ? am i right ? but what will happen if the elevator is under free fall ? will the reading become infinity or zero ? what does that phyically signify ?
 
The column of liquid in the barometer imposes a downward force (weight) = mg, and the pressure at the base of the column is rho * h * g (or rho * g * h). This pressure is balanced by the atmospheric pressure pushing down on a pool of liquid at the base of the column or end of the liquid column if there is a 'U' bend in the barometer (the sealed end (above column of liquid) of the barometer should have a vacuum).

When the elevator 'accelerates' upward, the column of liquid experiences an effective weight of m(g+a), producing a pressure at the base of the column of rho * (g+a) * h. When the elevator 'accelerates' downward, the weight is reduced, m (g-a).

In free fall, the elevator is accelerating at the rate of g, so the column has no weight and the atmospheric pressure pushes the column up into the barometer and there is some pressure on the container. But it is not infinite - it is limited by the pressure of the atmosphere pushing on the pool of liquid at the base of the barometer.
 

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