Q.5 A 6-kg uniform cylinder of radius 50 cm can roll without sliding on a horizontal surface and is attached by a pin at point C to the 4-kg horizontal bar AB. The bar is always horizontal and attached to two springs, each of constants k = 5 kN/m as shown. If the bar is moved 2 cm to the left side and released: a) Find the resulting period of oscillation, b) Find the maximum velocity and maximum acceleration of point C, and c) Find the maximum angular velocity and maximum angular acceleration of the cylinder.
Q.5 A 6-kg uniform cylinder of radius 50 cm can roll without sliding on a horizontal surface and is attached by a pin at point C to the 4-kg horizontal bar AB. The bar is always horizontal and attached to two springs, each of constants k = 5 kN/m as shown. If the bar is moved 2 cm to the left side and released: a) Find the resulting period of oscillation, b) Find the maximum velocity and maximum acceleration of point C, and c) Find the maximum angular velocity and maximum angular acceleration of the cylinder.
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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
Transcribed Image Text:Q.5 A 6-kg uniform cylinder of radius 50 cm can roll without sliding on a horizontal
surface and is attached by a pin at point C to the 4-kg horizontal bar AB. The bar is
always horizontal and attached to two springs, each of constants k= 5 kN/m as shown. If
the bar is moved 2 cm to the left side and released:
a) Find the resulting period of oscillation,
b) Find the maximum velocity and maximum acceleration of point C, and
c) Find the maximum angular velocity and maximum angular acceleration of the
cylinder.
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