: Hydraulic Press & Pascal's Law

AI Thread Summary
Pascal's law can be deduced from Newton's laws by considering the relationship between force, area, and pressure in a fluid. In a hydraulic press, the forces exerted by the pistons are not the same due to their differing areas, despite the mass relationship. When the smaller piston moves down a distance d, the larger piston rises by d/2, indicating that the accelerations are inversely proportional to their areas. The confusion arises from the assumption that equal forces must exist when, in fact, the pressure is what remains constant across the fluid. Understanding the fluid dynamics and the role of pressure clarifies the mechanics of the hydraulic system.
luis20
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Is there any way to deduce pascal law from Newton's laws?

Another question: in a hydraulic press, with the smaller piston with A=1, and the other with A=2, the force in both shouldn't be the same?

When the smaller piston goes down a distance d, the other piston goes up a distance d/2.

So the aceleration in the smaller piston has to be twice the aceleration of the largest piston, at each interval. Since the mass in the largest piston is twice the mass of the smaller piston, both forces should be equal.

I'm confused
 
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luis20 said:
Since the mass in the largest piston is twice the mass of the smaller piston..
How do you know this?
 
nasu said:
How do you know this?

Maybe I shouldn't think about the piston, but about the fluid below the piston, double area, double mass suporting the piston (or double molecules suporting the piston, giving aceleration to the piston).
 
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