In a four-bar chain it is required to give an oscillatory motion to the follower for a continuous rotation of the crank. For the lengths of 50 mm of crank and 70 mm of the follower, determine theoretical maximum length of coupler. The distance between fixed pivots of crank and followers is
A. 95 mm
B. Slightly less than 95 mm
C. Slightly more than 95 mm
D. 45 mm
Answer: Option B
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Crank Diameter = 50
Convert into Radius = 50/2 = 25
So, 25 + (Length of follower) 70= 95mm
If we Pivoted at 95mm there won't be Proper Oscillation.
Ans: " Slightly lesser than 95mm "
Crank Diameter = 50
Convert into Radius = 50/2 = 25
So, 25 + (Length of follower) 70= 95mm
If we Pivoted at 95mm there won't be Proper Oscillation.
Ans: " Slightly lesser than 95mm "
Solves in question please suppose that four bar chain required to given an excellent motion is the the follower of the continuous rotation of the Crank the length of 50mm Crank and 70mm how less than 95slightly
L+S
25+70= 95 ...length should be less than because for oscillating condition
Explain please
Explain please
Crank(P) =50
Follower/rocker(Q) =70
S+L
please explain
Plz explain it
Please explain it
Plz plz explain this for me plz