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For the following mechanism, Given: . • Lengths: O₂A=4 in., O;B-8 in, BC=5 in., O₂O3-4 in. and offset c=1 Angles: 8 60° and = 45° B The link O₂A rotates with a constant angular velocity w = 10 rad/s ( Y B C

For the following mechanism, Given: . • Lengths: O₂A=4 in., O;B-8 in, BC=5 in., O₂O3-4 in. and offset c=1 Angles: 8 60° and = 45° B The link O₂A rotates with a constant angular velocity w = 10 rad/s ( Y B C

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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For the following mechanism, Given: Lengths: O₂A=4 in., O3B=8 in., BC=5 in., O₂O3-4 in. and offset c=10 in. ° of Angles: ẞ 60° and -45° estion = ⚫ The link O₂A rotates with a constant angular velocity w = 10 rad/s (in counter clockwise sense) Y C y A B 02 φ 03 B X- offset c • The value of the input angle of the slider mechanism (angle between link O3B and the Global coordinate axis X) is: The angular position of vector CB is: The position of slider C is: The value of the angular velocity of link OJB is: 0₂ = 03C, d=
Transcribed Image Text:For the following mechanism, Given: Lengths: O₂A=4 in., O3B=8 in., BC=5 in., O₂O3-4 in. and offset c=10 in. ° of Angles: ẞ 60° and -45° estion = ⚫ The link O₂A rotates with a constant angular velocity w = 10 rad/s (in counter clockwise sense) Y C y A B 02 φ 03 B X- offset c • The value of the input angle of the slider mechanism (angle between link O3B and the Global coordinate axis X) is: The angular position of vector CB is: The position of slider C is: The value of the angular velocity of link OJB is: 0₂ = 03C, d=
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