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See the recommended documentation of this function
convol
convolution
Syntax
y = convol(h, x) [y,e1] = convol(h, x, e0)
Arguments
- h
a vector, first input sequence ("short" one)
- x
a vector, second input sequence ( "long" one)
- e0
a vector,old tail to overlap add (not used in first call)
- y
a vector, the convolution.
- e1
new tail to overlap add (not used in last call)
Description
Calculates the convolution y= h*x
of two discrete
sequences by using the fft. The convolution is defined as follows:
Overlap add method can be used.
USE OF OVERLAP ADD METHOD: For
x = [x1, x2,..., xNm1, xN]
First call is
[y1, e1] = convol(h, x1);
Subsequent calls :
[yk, ek] = convol(h, xk, ekm1)
; Final call :
[yN] = convol(h, xN, eNm1);
Finally
y = [y1, y2,..., yNm1, yN]
.
The algorithm based on the convolution definition is
implemented for polynomial
product: y = convol(h, x)
is equivalent
to y = coeff(poly(h,'z','c') * poly(x,'z','c'))
but
much more efficient if x
is a "long" array.
Examples
See also
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