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The equation of motion of a damped, unforced pendulum is 0 +-0 + sin 0 = 0. m ml-02 /2 + mgl(1 – cos(0)). Suppose a pendulum has The total energy of the pendulum is E = m = 2, g = 9.81, l = 3, and coefficient of friction y = 0.5, all in SI units. Write a well-commented script program that uses the Modified Euler's method with h the pendulum from a starting position of (0(0), 0(0)) = (.97,0) until the energy falls below 0.01 Joules (use a while loop). Record the steps in matrices Y and T and plot the motion. Turn in your program and plot. = 0.01 to simulate the movement of

The equation of motion of a damped, unforced pendulum is 0 +-0 + sin 0 = 0. m ml-02 /2 + mgl(1 – cos(0)). Suppose a pendulum has The total energy of the pendulum is E = m = 2, g = 9.81, l = 3, and coefficient of friction y = 0.5, all in SI units. Write a well-commented script program that uses the Modified Euler's method with h the pendulum from a starting position of (0(0), 0(0)) = (.97,0) until the energy falls below 0.01 Joules (use a while loop). Record the steps in matrices Y and T and plot the motion. Turn in your program and plot. = 0.01 to simulate the movement of

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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The equation of motion of a damped, unforced pendulum is 0 + -0 + sin 0 = 0. The total energy of the pendulum is E = ml²0?/2 + mgl(1 – cos(0)). Suppose a pendulum has m = 2, g = 9.81, l = 3, and coefficient of friction y script program that uses the Modified Euler's method with h the pendulum from a starting position of (0(0), 0(0) = (.97, 0) until the energy falls below 0.01 Joules (use a while loop). Record the steps in matrices Y and T and plot the motion. Turn in your program and plot. 0.5, all in SI units. Write a well-commented 0.01 to simulate the movement of
Transcribed Image Text:The equation of motion of a damped, unforced pendulum is 0 + -0 + sin 0 = 0. The total energy of the pendulum is E = ml²0?/2 + mgl(1 – cos(0)). Suppose a pendulum has m = 2, g = 9.81, l = 3, and coefficient of friction y script program that uses the Modified Euler's method with h the pendulum from a starting position of (0(0), 0(0) = (.97, 0) until the energy falls below 0.01 Joules (use a while loop). Record the steps in matrices Y and T and plot the motion. Turn in your program and plot. 0.5, all in SI units. Write a well-commented 0.01 to simulate the movement of
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