CP2 7 For the simple pendulum shown in Figure CP2 7, the nonlinear equation of motion is given by (1) 15 sin (t) 0, where L 0 5 m, m 1 kg, and g 9 8 m s When the nonlinear equation is linearized about the equilibrium point 0, we obtain the linear time invariant model, (1) 0(1) 0 L Create an m file to plot both the nonlinear and the linear response of the simple pendulum when the ini tial angle of the pendulum is (0) 30 and explain any differences L, length 0(t) m, mass FIGURE CP2 7 Simple pendulum

Question

CP2 7 For the simple pendulum shown in Figure CP2 7, the nonlinear equation of motion is given by (1)  15 sin (t)   0, where L   0 5 m, m   1 kg, and g   9 8 m s  When the nonlinear equation is linearized about the equilibrium point   0, we obtain the linear time invariant model, (1)  0(1)   0  L Create an m file to plot both the nonlinear and the linear response of the simple pendulum when the ini  tial angle of the pendulum is (0)   30 and explain any differences  L, length 0(t) m, mass FIGURE CP2 7 Simple pendulum

SolutionInn · Accepted Answer

The Answer is in the image, click to view ...

Question: CP2.7 For the simple pendulum shown in Figure CP2.7, the nonlinear equation of motion is given by (1) +15 sin (t) = 0, where L

Step by Step Solution