A 40 lb door with a width of 36 inches has a spring with an unstretched length of 4 in designed to close the door when left open. The spring is anchored as shown below when closed (solid outline is closed, dotted outline is open 90°). If we want the door to have an angular velocity of .2 rad/s upon closing when released from rest at 90°, what should the spring constant of the spring be? (This is the top view of the door below) 3 in (Solution: k = 2.68 lbs/ft =.224 lbs/in) 4 in 36 in

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Problem 14.2
A 40 lb door with a width of 36 inches has a spring with an unstretched length of 4 in designed to close
the door when left open. The spring is anchored as shown below when closed (solid outline is closed,
dotted outline is open 90°). If we want the door to have an angular velocity of .2 rad/s upon closing
when released from rest at 90°, what should the spring constant of the spring be? (This is the top view
of the door below)
3 in
(Solution: k = 2.68 lbs/ft=.224 lbs/in)
Problem 14.3
4 in
M
36 in
Transcribed Image Text:Problem 14.2 A 40 lb door with a width of 36 inches has a spring with an unstretched length of 4 in designed to close the door when left open. The spring is anchored as shown below when closed (solid outline is closed, dotted outline is open 90°). If we want the door to have an angular velocity of .2 rad/s upon closing when released from rest at 90°, what should the spring constant of the spring be? (This is the top view of the door below) 3 in (Solution: k = 2.68 lbs/ft=.224 lbs/in) Problem 14.3 4 in M 36 in
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