The crank A02 of the following mechanism is rotating at 50 rad/sec in counter clockwise direction. Find the following velocities by creating a velocity diagram in SolidWorks. Submit the SolidWorks file in the below submission link.(All dimensions are in mm)02AABBCACCDBO4305030601006030В0204A140020430.001) What is the velocity of C?Vc =mm/sec (10 Points) at an angle ofdegrees (5 Points)2) What is the velocity of D?và -mm/sec (10 Points) at an angle ofdegrees (5 Points)3) What is the velocity of B?Vb =mm/sec (10 Points) at an angle ofdegrees (5 Points)tre4) What is the angular velocity of link 3?w3 =]rad/sec (10 Points): (5 Points)5) What is the angular velocity of link 5?w5 =rad/sec (10 Points)* (5 Points)

Answered: Image /qna-images/answer/eb387cb3-894a-4d18-8784-22902bd8e0f2.jpg

ons are in mm) O2A AB BC AC CD 30 50 30 60 100 60 30 C BO4 0204 140 02 04 30.00 e velocity of C? mm/sec (10 Points) at an angle of degrees (5 Points) e velocity of D? mm/sec (10 Points) e velocity of B? mm/sec (10 Points) at an angle of e angle of degrees (5 Points) at an degrees (5 Points) e angular velocity of link 3? rad/sec (10 Points) * (5 Points) me angular velocity of link 5? rad/sec (10 Points) (5 Points) 8883888 30

ons are in mm) O2A AB BC AC CD 30 50 30 60 100 60 30 C BO4 0204 140 02 04 30.00 e velocity of C? mm/sec (10 Points) at an angle of degrees (5 Points) e velocity of D? mm/sec (10 Points) e velocity of B? mm/sec (10 Points) at an angle of e angle of degrees (5 Points) at an degrees (5 Points) e angular velocity of link 3? rad/sec (10 Points) * (5 Points) me angular velocity of link 5? rad/sec (10 Points) (5 Points) 8883888 30

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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Concept explainers

Free undamped vibrations

Whenever an object/system displaces in either side of its equilibrium position with the help of an external/internal means, then the object/system moves regularly or randomly on both sides of its equilibrium position. This motion is called vibration. Generally, there are three types of vibration: longitudinal vibration, transverse vibration, and torsional vibration.

Question

The crank A02 of the following mechanism is rotating at 50 rad/sec in counter clockwise direction. Find the following velocities by creating a velocity diagram in SolidWorks. Submit the SolidWorks file in the below submission link.
(All dimensions are in mm)
02A
AB
BC
AC
CD
BO4
30
50
30
60
100
60
30
В
0204
A
140
02
04
30.00
1) What is the velocity of C?
Vc =
mm/sec (10 Points) at an angle of
degrees (5 Points)
2) What is the velocity of D?
và -
mm/sec (10 Points) at an angle of
degrees (5 Points)
3) What is the velocity of B?
Vb =
mm/sec (10 Points) at an angle of
degrees (5 Points)
tre
4) What is the angular velocity of link 3?
w3 =
]rad/sec (10 Points)
: (5 Points)
5) What is the angular velocity of link 5?
w5 =
rad/sec (10 Points)
* (5 Points)

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