At the instant given, shown in the figure below, the angular velocity and angular acceleration of bar B1 are 0.28 O rad/sec and 0.12 O rad/sec?. Find the magnitude of angularacceleration of B3 at this instant.B,1815B,24"30"Hint: You can use the two point formula for velocity to go from one support to the other. The velocity at the first support is zero, the velocity calculated at the other end isdependent on the two unknown angular speeds. Use the fact the velocity at the other support is zero to calculate the two angular velocities. Similarly, use the two point formulafor acceleration to go from one support to the other. Again the acceleration of the supports is zero which can be used to calculate the two angular accelerations.Figure is from "Engineering Mechanic An Introduction to Dynamics", McGill and King.

Given data: Given 4 bar mechanism in which having 4 links fixed one is link 1…

At the instant given, shown in the figure below, the angular velocity and angular acceleration of bar B1 are 0.28 O rad/sec and 0.12 O rad/sec2. Find the magnitude of angular acceleration of Bz at this instant.

At the instant given, shown in the figure below, the angular velocity and angular acceleration of bar B1 are 0.28 O rad/sec and 0.12 O rad/sec2. Find the magnitude of angular acceleration of Bz at this instant.

Elements Of Electromagnetics

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ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

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Question

At the instant given, shown in the figure below, the angular velocity and angular acceleration of bar B1 are 0.28 O rad/sec and 0.12 O rad/sec?. Find the magnitude of angular
acceleration of B3 at this instant.
B,
18
15
B,
24"
30"
Hint: You can use the two point formula for velocity to go from one support to the other. The velocity at the first support is zero, the velocity calculated at the other end is
dependent on the two unknown angular speeds. Use the fact the velocity at the other support is zero to calculate the two angular velocities. Similarly, use the two point formula
for acceleration to go from one support to the other. Again the acceleration of the supports is zero which can be used to calculate the two angular accelerations.
Figure is from "Engineering Mechanic An Introduction to Dynamics", McGill and King.

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