- 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
To illustrate the Second Law of Motion and to experimentally determine the acceleration of gravity.
Atwood machine on stand with two 200 g masses, set of small masses, manual timer, as assembled for photograph.
Equal masses M of 200 grams are hung on the ends of a light string passing over a light, frictionless pulley. When a small additional mass m is hung on one end, the resulting acceleration can be measured by timing the motion of either mass over a distance S between two points. The acceleration of gravity g can then be calculated: g = a (2M + m)/m, where a is the acceleration of the system: a = 2S /t**2.
Henry S. Chen, New Atwood's Machine Attachment, AJP 34, 955-957, (1966). Charles T. P. Wang, The Improved Determination of Acceleration in Atwood's Machine, AJP 41, 917-919 (1973). N. Tufillaro, A. Nunes, J. Casasayas, Unbounded orbits of a swinging Atwood's Machine, AJP 56, 1117-1120, (1988). A. A. Bartlett, Update of a Story, TPT 29, 135, (1991) Lillian C. McDermott, Peter S. Shaffer, and Mark D. Somers, Research as a guide for teaching introductory mechanics: An illustration in the context of the Atwood's machine, AJP 62, 46-55 (1994). Nicholas B. Tufillaro, Teardrop and heart orbits of a s