Rotational Kinematics (use rotational kinematic equations) 2. A centrifuge turning at 20000 rpm is suddenly turned off. Before it comes to a stop, the centrifuge spins for 1500 revolutions. Calculate the angular acceleration of the centrifuge assuming it to be constant. Page 3 of 4 Solution and Answer: We first convert 20000 rpm to rad/s. In doing so we get wo = 20000 rpm | angular velocity, wo) 1500 revolutions are equivalent to 48rad = 1500 rev x 2n = 9424.78 radians. (use this value for the angular position, 0) 1 minute 60 seconds/1 revolution/ 2n radians | = 2094.4 ad (use this value for the initial Now, given the initial angular velocity, wo final angular velocity, w and angular position, 0, which of the given rotational kinematic equations are you going to use for computing the angular acceleration, a? Show your solution and answer for the a of the centrifuge.

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Rotational Kinematics (use rotational kinematic equations)
2. A centrifuge turning at 20000 rpm is suddenly turned off. Before it comes to a
stop, the centrifuge spins for 1500 revolutions. Calculate the angular acceleration
of the centrifuge assuming it to be constant.
Page 3 of 4
Solution and Answer:
We first convert 20000 rpm to rad/s. In doing so we get
wo = 20000 rpm50 seconds) (1 revolution/
1 minute
2n radians
rad
= 2094.4 (use this value for the initial
angular velocity, wo)
1500 revolutions are equivalent to A8raa = 1500 rev x 2n = 9424.78 radians. (use
this value for the angular position, 0)
Now, given the initial angular velocity, wo final angular velocity, w and
angular position, 0, which of the given rotational kinematic equations are
you going to use for computing the angular acceleration, a? Show your
solution and answer for the
of the centrifuge.
Transcribed Image Text:Rotational Kinematics (use rotational kinematic equations) 2. A centrifuge turning at 20000 rpm is suddenly turned off. Before it comes to a stop, the centrifuge spins for 1500 revolutions. Calculate the angular acceleration of the centrifuge assuming it to be constant. Page 3 of 4 Solution and Answer: We first convert 20000 rpm to rad/s. In doing so we get wo = 20000 rpm50 seconds) (1 revolution/ 1 minute 2n radians rad = 2094.4 (use this value for the initial angular velocity, wo) 1500 revolutions are equivalent to A8raa = 1500 rev x 2n = 9424.78 radians. (use this value for the angular position, 0) Now, given the initial angular velocity, wo final angular velocity, w and angular position, 0, which of the given rotational kinematic equations are you going to use for computing the angular acceleration, a? Show your solution and answer for the of the centrifuge.
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