Question: I need help with the Matlab code Consider the frictionless rod, i.e. =0 =0. The equation of motion becomes (d^2 r)/(dt^2 )-m^2 r=-mg sin(t) with
I need help with the Matlab code
Consider the frictionless rod, i.e. =0=0. The equation of motion becomes
(d^2 r)/(dt^2 )-m^2 r=-mg sin(t)
with g=9.81 m/s^2 and a constant angular speed .
The rod is initially horizontal, and the initial conditions for the bead are r(0)=r_0 and r (0)=v_0.
Suppose =2, graph the solutions, (), for the initial conditions given here: _0=0 and initial velocities of _0=2.40, 2.45, 2.50, and the initial velocity (0) you found in part B). Use 05
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