1. Find the tangential velocity (VA)o 2. Construct diagrams to show, the rotational motion (tangential velocity vector OA) of IIAK combined rotational and translational motions (relative tangential velocity AB) of link AB, and the pure translational motion of Piston B. 3. On the previous velocity vector diagram, use sine and cosine rules to find the necessary angels and
1. Find the tangential velocity (VA)o 2. Construct diagrams to show, the rotational motion (tangential velocity vector OA) of IIAK combined rotational and translational motions (relative tangential velocity AB) of link AB, and the pure translational motion of Piston B. 3. On the previous velocity vector diagram, use sine and cosine rules to find the necessary angels and
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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Question
Plz 1 , 2 and 3
![Part (2): Assume a crankshaft is at determined instantons angle and positions as shown Figure.4,
200 mm
50 mm
300 RPM
450
Figure.4: Instantons positions of piston in crankshaft mechanism
By make use of trigonometric methodology, you are required
find the following parameters of the planar
mechanisms:
1. Find the tangential velocity (VA)o
2. Construct diagrams to show, the rotational motion (tangential velocity vector OA) of link OA,
combined rotational and translational motions (relative tangential velocity AB) of link AB, and the
pure translational motion of Piston B.
3. On the previous velocity vector diagram, use sine and cosine rules to find the necessary angels and
vector magnitudes.
Find the tangential velocity (Vn and then find the angular velocity of link AB, awAB
5. Find the translation velocity of the piston, (VB)o
4.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F70a7b35e-701a-4075-b831-b1171dc7fd01%2F82e00ac4-ca72-4ad8-8819-16cc76f0362d%2Fr6st966_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Part (2): Assume a crankshaft is at determined instantons angle and positions as shown Figure.4,
200 mm
50 mm
300 RPM
450
Figure.4: Instantons positions of piston in crankshaft mechanism
By make use of trigonometric methodology, you are required
find the following parameters of the planar
mechanisms:
1. Find the tangential velocity (VA)o
2. Construct diagrams to show, the rotational motion (tangential velocity vector OA) of link OA,
combined rotational and translational motions (relative tangential velocity AB) of link AB, and the
pure translational motion of Piston B.
3. On the previous velocity vector diagram, use sine and cosine rules to find the necessary angels and
vector magnitudes.
Find the tangential velocity (Vn and then find the angular velocity of link AB, awAB
5. Find the translation velocity of the piston, (VB)o
4.
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