Kurzweil k2500 Guia Do Utilizador
FXAlg #714: Quantize+Flange
Algorithm Reference-82
FXAlg #714: Quantize+Flange
Digital quantization followed by flanger.
Allocation Units: 1
Digital audio engineers will go to great lengths to remove, or at least hide the effects of digital quantization
distortion. In Quantize+Flange we do quite the opposite, making quantization an in-your-face effect. The quantizer
will give your sound a dirty, grungy, perhaps industrial sound. As youÕve already gathered from the name, the
quantization is followed by a flanger. Quantize+Flange is a stereo effect.
distortion. In Quantize+Flange we do quite the opposite, making quantization an in-your-face effect. The quantizer
will give your sound a dirty, grungy, perhaps industrial sound. As youÕve already gathered from the name, the
quantization is followed by a flanger. Quantize+Flange is a stereo effect.
Quantization distortion is a digital phenomenon caused by having only a limited number of bits with which to
represent signal amplitudes (finite precision). You are probably aware that a bit is a number which can have only
one of two values: 0 or 1. When we construct a data or signal word out of more than one bit, each additional bit will
double the number of possible values. For example a two-bit number can have one of four different values: 00, 01,
10 or 11. A three-bit number can take one of eight different values, a four-bit number can take one of sixteen values,
etc. The 18 bits of the K2500Õs digital-to-analog converter (DAC) represents 262,144 different amplitude levels (2
represent signal amplitudes (finite precision). You are probably aware that a bit is a number which can have only
one of two values: 0 or 1. When we construct a data or signal word out of more than one bit, each additional bit will
double the number of possible values. For example a two-bit number can have one of four different values: 00, 01,
10 or 11. A three-bit number can take one of eight different values, a four-bit number can take one of sixteen values,
etc. The 18 bits of the K2500Õs digital-to-analog converter (DAC) represents 262,144 different amplitude levels (2
18
).
LetÕs take a look at how finite precision of digital words affects audio signals. The figures following are plots of a
decaying sine wave with varying word lengths.
decaying sine wave with varying word lengths.
A decaying sine wave represented with different word lengths: (i) 1-bit, (ii) 2-bit, (iii) 3-bit, (iv) 4-bit.
(i)
(ii)
(iii)
(iv)