FOR BOTH THE BASIC AND TWO METER AIR TRACK
TEL 234 Precision Sine Drive
![]() PRECISION SINE DRIVE |
![]() GLIDERS AND SPRINGS ON AIR TRACK FOR STUDY OF RESONANCE |
The stepping motor is driven by an adjustable, stable oscillator with a power amplifier providing the pulse-forming phase-shifting network needed for the motor.
![]() AMPLITUDE & FREQUENCY FOR TWO GLIDER STRING |
Drive Motor — A 48 pole stepping motor directly driving a cam motor maintains exact phase-lock with the driving oscillator.
Sinusoidal — Motion produced by a circular cam mounted eccentrically. Stroke can be adjusted from 0-2cm.
Oscillator-Driver — An adjustable, stable oscillator with the four phase output needed for the stepping motor.
Frequency Range — .2-2 Hz. This range covers all resonances up to 10 coupled 150g gliders.
Interconnection — Motor connects to the rear panel by a 0.5 m long cable and a 6 pin plug.
Controls — Coarse and fine frequency knobs on the front panel and an on/off switch.
Dimensions — Oscillator; 9.5h x 17w x 14d cm
Weight — Both units 2 kg net.
| TEL 234 | $435.00 |
![]() COUPLED HARMONIC OSCILLATORS |
A set of five 150 gm gliders, six stainless steel springs, and five ceramic magnets which, when set up in an air track provide a comprehensive course in vibration theory. From the basic configuration of a single glider and 2 springs to 5 gliders and 6 springs the student can set up and find as many resonances as there are gliders. The effect of damping on the sharpness of the resonance curve and the system Q can be determined by using the ceramic magnets. The motion of the magnets produces eddy currents in the metal of the air track causing a damping force proportional tothe velocity and number of magnets on the glider. This corresponds quite nicely to the damping term usually found in theoretical derivations of damped oscillatory motion.
| TEL 235 | $195.00 |



