Nusc Messages 752 Reaction score 2 Thread starter Feb 5, 2010 #1 Homework Statement The length of a pendulum is slowly doubled (l=l_0(1+epsilon*t), 0<=t<=1/epsilon). How does the amplitude q_max of the oscillations vary? Any hints? Homework Equations The Attempt at a Solution
Homework Statement The length of a pendulum is slowly doubled (l=l_0(1+epsilon*t), 0<=t<=1/epsilon). How does the amplitude q_max of the oscillations vary? Any hints? Homework Equations The Attempt at a Solution
Nusc Messages 752 Reaction score 2 Feb 6, 2010 #3 I'm not sure...Ans. I = 1/2 * l^{3/2} * g^{1/2} *q_max^{2}. therefore q_max(t) = q_max(0)(l(0)/l(t))^3/4
I'm not sure...Ans. I = 1/2 * l^{3/2} * g^{1/2} *q_max^{2}. therefore q_max(t) = q_max(0)(l(0)/l(t))^3/4