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JohnnyCollins
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1. Homework Statement [/b]
Consider the damped oscillator illustrated in the figure below. Assume that the mass is 365g, the spring constant is 112N/m, and b = 0.117kg/s. How long does it take for the amplitude to drop to half its initial value? (A*e-b*t/(2m))
http://loncapa.physics.mun.ca/res/mun/PHYSICS/serway-calc/Graphics/Graph13/serb1370.gif
ω=√ω_o^2-(b/2m)^2
ω_o=√k/m
I solved for ω using the two of the above equations and got 17.5 rad/s
i just don't know where to go from here, any suggestions ?
Consider the damped oscillator illustrated in the figure below. Assume that the mass is 365g, the spring constant is 112N/m, and b = 0.117kg/s. How long does it take for the amplitude to drop to half its initial value? (A*e-b*t/(2m))
http://loncapa.physics.mun.ca/res/mun/PHYSICS/serway-calc/Graphics/Graph13/serb1370.gif
Homework Equations
ω=√ω_o^2-(b/2m)^2
ω_o=√k/m
The Attempt at a Solution
I solved for ω using the two of the above equations and got 17.5 rad/s
i just don't know where to go from here, any suggestions ?
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