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Trampoline By Hooke: The Equation Of Temp

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A trampoline is a piece of that you jump on to have fun. The physics in jumping on a trampoline is Newton's 2nd and 3rd laws, Hooke’s Law, kinetic energy and Gravitational and Elastic potential energy.

Hooke’s law is similar to Newton’s third law, it states that for a spring to stretch an x amount of distance an x amount of force has to be applied to it. The equation, Fspring=-kx shows this linear relationship (The force a spring can exert is equal to negative the spring constant multiplied by the displacement of the bobject on the spring). What this means is if you jump harder on the trampoline, you will go higher because you are applying more force onto the springs which will cause the springs to push back that force towards you.

When someone jumps (by adding force) on the trampoline, the trampoline pushes them out and gravity brings them back down. By doing this the trampoline is pushing the person to their equilibrium, where there is 0 elastic potential, and the force of gravity is the restoring force that brings them back to the equilibrium point. …show more content…

This is calculated by the equation PE=½ kx2. In this equation, x is how far the springs can go and k is the spring. This concept also ties in with Newton's 3rd of motion, “every action has an equal and opposite reaction”. In order to start jumping on the trampoline and for the elastic potential to build up, there has to be a force applied to the springs. The action of applying force onto the trampoline to bounce creates the equal and opposite reaction of the springs going down, which causes you to jump. The more force you apply on the trampoline the lower springs go and the higher you

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