Effect Of K On Spring Behavior. The more compliant (or softer) the spring is the more it moves for the same amount of force. In this lab, the force is generated by calibrated weights hung
To verify that this behavior is accurately described by hooke’s law. The equation for spring constant for such a spring is: In this lab, the force is generated by calibrated weights hung
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Behavior then is described by hooke’s law: K = d^4 * g / (8 * d^3 * n) where d = wire diameter The spring constant is the constant of proportionality which appear in hooke's law;
If Those Are Your Assumptions, Then You Are Correct.
The more force you apply the longer it gets and the proportionality factor is the so called compliance. • measure the spring constant (k) in two independent ways. To verify that this behavior is accurately described by hooke’s law.
To Verify That This Behavior Is Accurately Described By Hooke’s Law.
Since a mass attached to a spring is a simple harmonic oscillator, we know the amplitude does not.
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