Impulse Responses are Just EQ

texhex

Roadie
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Gary Coleman 80S GIF


 
Someone send him this:

A guitar speaker cabinet behaves, for the most part, like a linear time-invariant system — which means it can be fully characterized by its impulse response.

An impulse response is, literally, the response of a linear time-invariant system to an impulse. If you take the Fourier Transform of an impulse response, you obtain the frequency response, which includes the magnitude (how each frequency level is changed) and the phase (how each frequency is delayed or shifted).

An EQ in a typical audio-world scenario (consoles, pedals, etc.) is usually a limited bank of filters, each controlling a specific frequency band so you can shape its magnitude but you are not typically controlling the phase.

Nowadays, in the guitar world, “IR” typically means “a finite impulse response that characterizes the response of a speaker cabinet.”

So saying “an IR is just an EQ” doesn’t make much sense and is misleading. The following is valid, though: “An EQ can be represented by an impulse response.”

By the way, the term EQ (equalizer) comes from early telephone and radio engineering, because equalizers were literally used to equalize the spectrum when sending information over transmission lines or radio.
 
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If we’re to make the leap that “an IR is just EQ”, then how do I go about making a hall reverb IR in an EQ?
Even in a 500ms cab IR, how is that reflected in an EQ?

Seems…..suspect.
 
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