What function does the sign wave represent in sound and light?

AI Thread Summary
The sine wave is crucial in electronics for representing AC voltage due to its oscillation between negative and positive values, creating an analog wave. In sound and light, while these phenomena do not exhibit negative/positive vibrations, they can still be modeled using sine waves because of their periodic nature. The sine function can represent all periodic functions, including sound and light waves, through mathematical expressions like F(t) = D0 + Asin(τ + t). This allows for a comprehensive understanding of waveforms, as any periodic function can be expressed as a sum of sine functions via Fourier Series. Thus, sine waves serve as a fundamental tool in analyzing and representing various wave phenomena in both sound and light.
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I know that in electronics the sine-wave applies to AC voltage because it is constantly going from negative to positive, and back to negative again causing an analog wave of the rising and collapsing voltage and sometimes magnetic fields. But sound and light are supposed to create waves by just vibrating. You can't have a negative/positive vibration, and the medium in which it is traveling is not ionizing back and forth switching polarities to for a variation to be shown (which would need to be true for a sine wave to be formed). So why would they use a analog negative and positive wave to represent its function?
 
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The sine function or sums of sins can be used to model all periododic functions. (Even square waves)

Consider the full sine expresion

F(t) = D0 + Asin( τ + t)

Here D0 is the offset
A is the amplitude
τ it the phase shift
t is the variable.


If D0 > A then the function will never be negitive. In electronis this could represent a AC ripple voltage riding on a DC potential.

Since light "waves" are periodic in nature they can be represented by sine waves. Look up information on Fourier Series to learn how ANY periodic function can be repersented as a sum of sine functions.
 
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