Pascals principle and hydraulic lift

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Pascal's principle states that pressure in a fluid is distributed evenly, which is crucial for understanding hydraulic lifts. The discussion revolves around the confusion regarding how a smaller force on one piston can result in a larger force on another piston due to the fluid's properties. It is clarified that when a force is applied to a smaller piston, the pressure created is transmitted through the fluid, allowing the larger piston to experience a proportionately greater force. The relationship between force and distance traveled by the pistons is also emphasized, highlighting the conservation of energy and the equation of continuity. Ultimately, understanding these principles helps clarify the mechanics of hydraulic systems and their reliance on fluid dynamics rather than rigid connections.
  • #31
aaaa202 said:
I really liked this part. Does something similar happen when the pistons are not in line but like in the picture in post #21?

Yes. If you want to calculate it in full glory, you can carry out a surface integral of pressure times inward normal to the surface. This gives the net force on the fluid. I in integrating you leave out the pistons then this total force must equal the forces on the pistons.
 

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