Maximum possible amplitude of oscillation

AI Thread Summary
To determine the maximum possible amplitude of oscillation for the blocks held together by Velcro, the force exerted by the spring must be analyzed. The spring's force is given by Hooke's law, which states that the force is proportional to the displacement from the equilibrium position. The maximum force exerted by the spring occurs at maximum displacement, which must not exceed the Velcro's separation force of 50N. By calculating the maximum force generated by the spring using its constant (k = 1200 N/m) and the mass of the blocks (m = 0.75 kg), the maximum amplitude can be derived. This analysis ensures that the blocks remain attached during oscillation.
rlukis
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Homework Statement


You stick two blocks together with Velcro. The manufacturer rated the Velcro as needing a force of 50N to separate the side you are using when applied to solid surfaces. You set up the connected blocks so that the top one is attached to the end of a vertical spring. The blocks each ahve mass m = 0.75kg, and the spring constant is k = 1200N/m. FInd the maximum possible amplitude of oscillation at which the blocks will hold together.


Homework Equations


not a clue..


The Attempt at a Solution


^^
 
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The spring is providing a force on the block to keep it oscillating (as it is continually changing speed). You need to find out a which point in the oscillation this force is maximum and then think about what might cause the blocks to separate.
 
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