Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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2. A 50-g mass is suspended by a spring attached to the ceiling, such that when it is at rest, it is 40 cm above a table. The mass is pulled down to a height of 25 cm, and then released at t = 0. It takes 0.4 s for the mass to travel periodically between its maximum and minimum locations. A) Sketch 2 cycles of this scenario, showing the height of the mass above the table in terms of time. (***Note: Remember to label the 5 main coordinates of each cycle, and the equation of axis.***) B) Develop a positive cosine equation and a positive sine equation, both that mocel the sketch, and explain how you determined each part of those equations. (***Note: Develop your equations in terms of radians.***) Using your cosine equation and your sketch. determine the instances when the height of the spring is 50 cm above the table. D) Imagine the spring is stretched twice as much before being released, and it maintained its periodic motion. Explain how your equations would change.
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Transcribed Image Text:2. A 50-g mass is suspended by a spring attached to the ceiling, such that when it is at rest, it is 40 cm above a table. The mass is pulled down to a height of 25 cm, and then released at t = 0. It takes 0.4 s for the mass to travel periodically between its maximum and minimum locations. A) Sketch 2 cycles of this scenario, showing the height of the mass above the table in terms of time. (***Note: Remember to label the 5 main coordinates of each cycle, and the equation of axis.***) B) Develop a positive cosine equation and a positive sine equation, both that mocel the sketch, and explain how you determined each part of those equations. (***Note: Develop your equations in terms of radians.***) Using your cosine equation and your sketch. determine the instances when the height of the spring is 50 cm above the table. D) Imagine the spring is stretched twice as much before being released, and it maintained its periodic motion. Explain how your equations would change.
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