Question: Please Use MATLAB and show script Will rate for using matlab 1. Consider the following pendulum problem. O is the angle from the bottom, i.e.,

Please Use MATLAB and show script

Please Use MATLAB and show script Will rate for using matlab 1.

Will rate for using matlab

1. Consider the following pendulum problem. O is the angle from the bottom, i.e., the location of the equilibrium point. In the following problems, numerically compute the state of this system, X = (0,0", given X (0) = (0o,00). The time step should be defined so that solutions become consistent. Assume that m = 1.0 kg. In the following discussions, use the numbers in radians. m Figure 1: Pendulum system in which a mass, m, is connected with a ceiling with a non- deformable rod with a length of l. (a) Consider the equation of motion when 0 is large. Write a program code to compute the time evolution of 0. i. Give X at t = 10 sec when X(0) = [60,0)",1 = 10 m, and g = 9.81 m/sec2. x = [ AX 109 1 A x 100 B x 10-1 (1) ii. Give X at t = 10 sec when X(0) = [0, 59]?, 1 = 1 m, and g = 4.6 m/sec. x = 1 x 10-21 (2) | D x 10-2 iii. Give X at t = 10 sec when X(0) = (1,0]T,1 = 3.34 m, and g=3.2 m/sec. E x 10-2 F x 10-3 1. Consider the following pendulum problem. O is the angle from the bottom, i.e., the location of the equilibrium point. In the following problems, numerically compute the state of this system, X = (0,0", given X (0) = (0o,00). The time step should be defined so that solutions become consistent. Assume that m = 1.0 kg. In the following discussions, use the numbers in radians. m Figure 1: Pendulum system in which a mass, m, is connected with a ceiling with a non- deformable rod with a length of l. (a) Consider the equation of motion when 0 is large. Write a program code to compute the time evolution of 0. i. Give X at t = 10 sec when X(0) = [60,0)",1 = 10 m, and g = 9.81 m/sec2. x = [ AX 109 1 A x 100 B x 10-1 (1) ii. Give X at t = 10 sec when X(0) = [0, 59]?, 1 = 1 m, and g = 4.6 m/sec. x = 1 x 10-21 (2) | D x 10-2 iii. Give X at t = 10 sec when X(0) = (1,0]T,1 = 3.34 m, and g=3.2 m/sec. E x 10-2 F x 10-3

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