goertzel
v3.0.1
Published
Fast frequency detection using the Goertzel algorithm
Downloads
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Readme
goertzel
Implements the Goertzel algorithm for efficient frequency detection.
example
var goertzel = require('goertzel')
var opts = {
// 1 kHz
targetFrequency: 1000,
// samples per second
sampleRate: 10000,
// samples per frame
samplesPerFrame: 100
}
var detect = goertzel(opts)
// generate sine wave at some Hz and time (ms)
function sin (hz, t) {
return Math.sin(Math.PI * 2 * t * hz)
}
// sine at 1 kHz for 100 samples
var data = []
for (var i = 0; i < opts.samplesPerFrame; i++) {
var v = sin(opts.targetFrequency, i / opts.sampleRate)
data.push(v)
}
console.log(detect(data))
true
methods
var detect = goertzel(opts={})
Returns a function set to detect a single frequency.
opts
is mandatory, and has some required and optional parameters:
opts.targetFrequency
(required) - the frequency, in Hertz, to detect the presence ofopts.sampleRate
(required) - how many samples are taken per second. For best results, this should be at least twice the Nyquist frequency. 2.5x works well.opts.samplesPerFrame
(required) - how many samples will be included in each frame to be tested.opts.threshold
(optional) - The Goertzel algorithm returns a relative magnitude of how well the samples match thetargetFrequency
. Set this to control the threshold. In general, the default value can be used safely.
detect(data)
Returns a boolean
: true
if the targetFrequency
is present in the samples,
and false
otherwise.
data
is expected to be compatible with a Float32Array
.
install
With npm installed, run
$ npm install goertzel
license
MIT