- A. General Materials & Mathematics
- B. Statics
- C. Kinematics & Dynamics
- D. Rotational Mechanics
- E. Gravitation & Astronomy
- F. Fluid Mechanics
- G. Vibrations & Mechanical Waves
- H. Sound
- I. Thermodynamics
- J. Electrostatics & Magnetostatics
- K. Electromagnetic Principles
- L. Geometrical Optics
- M. Wave Optics
- N. Spectra & Color
- O. Vision
- P. Modern Physics
Rotating Pendula - Length Vs. Height
To show that pendula of different length suspended from the same point rotating at the same angular speed rise to the same vertical height.◙
Base from rotating stool, rod, three golf balls on strings, and guide wires.
Accelerate slowly, then maintain constant angular speed.
When the device is rotated at an angular speed w the angle a from the vertical which a pendulum of length l will assume is given by cos a = g / w^2 l, where g is the acceleration of gravity. The vertical distance of each from the support point is l cos a = g / w^2, the same value for each of the pendulum. This can be easily observed using the apparatus.◙
Richard E. Berg, Lecture Demonstration Analysis Sheet. Lee Larson and Roderick Grant, The Airplane Experiment, TPT 29, 564-565 (1991).