*This preview shows
page 1. Sign up
to
view the full content.*

**Unformatted text preview: **gular acceleration, and the
proportionality constant is the moment of inertia. It is important to note that equation (48) is the
rotational form of Newton’s Second law of motion. 11 3. References
•
•
•
•
• • Fundamentals of Physics Extended 7th Edition by Halliday, Resnick and Walker. Wiley
Publishing
Elementary Classical Physics Volume 1 By Richard T. Weidner and Robert L. Sells. Allyn and
Bacon publishing.
Principles of Physics by Serway and Jewett. Brooks/Cole Publishing
Physics: A World View 5th edition by Kirkpatrick and Francis. Brooks/Cole Publishing
Physics 3rd edition by James S Walker. Prentice Hall Publishing. University Physics 8th edition by Young. Addison-Wesley Publishing
4. Experiment In the experiment that you will perform today, we will be dealing with constant angular
acceleration and the net torque of a disk and ring. The rotational inertia of a uniform disk is 1
2 (49) where MD is the mass of the disk and R is its radius. The rotational inertia of a thick ring is 1
2 (50) where MR is the mass of the ring, Ri is the inner radius, and Ro is the outer radius. The total rotational
inertia is 1
2 1
2 (51) Thus the torque for this experiment is 1
2 1
2 (52) When you are finding the torque using the mass, the angle is 90°, thus the torque is (53)
This experiment will also find the angular displacement, velocity, and acceleration. Therefore you
will use 1
2 (54)
(55) The angular acceleration will first be measured and you will use that quantity to find the angular position
and angular velocity. 12...

View
Full
Document