# cycles per second

Complete wave cycles per second of time; cps.

Keely
"''The value of each is, one to the other, in the rates of figures, true thirds. E flat transmissive chord or dominant, A flat harmonic, A double flat enharmonic. The unition of the two prime thirds is so rapid, when the negative and the positive conditions reach a certain range of vibratory motion, as to be compared to an explosion. During this action the positive electric stream is liberated and immediately seeks its neutral terrestrial center [ground] or center of highest attraction.’' [WHAT IS ELECTRICITY]

"The vibration of the polar magnetic flow represents one hundred and twenty-eight thousand four hundred oscillations per second, or one-third of the triplet of electrical induction, consequently the magnet must be in pure concordant sympathetic union with this rate of vibration, in its polar field, to become a medium of receptiveness as well as a medium of distribution of polar negative sympathy. In other words, the polar sympathetic flow is tapped at this point to allow of a letting out of the focalization that is diverted toward it by electrical vitalization (6) which represents positive negative concordance." [The Operation of the Vibratory Circuit]

Ramsay
pendulum where fourth the length is double the oscillations. A third condition in this order is in springs or reeds where half the length is four times the vibrations. If we take a piece of straight wire and make it oscillate as a pendulum, one-fourth will give double the oscillations; if we fix it at one end, and make it vibrate as a spring, half the length will give four times the vibrations; if we fix it at both ends, and make it vibrate as a musical string, half the length will produce double the number of vibrations per second. [Scientific Basis and Build of Music, page 80]

It is a remarkable fact that the numbers for the lengths of strings producing the major scale are the number of the vibration of the notes of the minor scale; for example, string-length as 26 2/3 will give the vibrations for [Scientific Basis and Build of Music, page 87]