mediaLib Library Functions mlibSignalConvS16S16Sat(3MLIB)
NAME
mlibSignalConvS16S16Sat, mlibSignalConvS16S16Sat,
mlibSignalConvF32F32, mlibSignalConvF32SF32S - signal
convolution
SYNOPSIS
cc [ flag... ] file... -lmlib [ library... ]
#include
mlibstatus mlibSignalConvS16S16Sat(mlibs16 *dst,
const mlibs16 *src1, const mlibs16 *src2, mlibs32 m,
mlibs32 n);
mlibstatus mlibSignalConvS16S16Sat(mlibs16 *dst,
const mlibs16 *src1, const mlibs16 *src2, mlibs32 m,
mlibs32 n);
mlibstatus mlibSignalConvF32F32(mlibf32 *dst,
const mlibf32 *src1, const mlibf32 *src2, mlibs32 m,
mlibs32 n);
mlibstatus mlibSignalConvF32SF32S(mlibf32 *dst,
const mlibf32 *src1, const mlibf32 *src2, mlibs32 m,
mlibs32 n);
DESCRIPTION
Each of these functions performs convolution.
For monaural signals, the following equation is used:
m-1
dst[i] = SUM (src1[j] * src2[i - j]) if m < n
j=0
n-1
dst[i] = SUM (src2[j] * src1[i - j]) if m > n
j=0
where i = 0, 1, ..., (m ] n - 2).
For stereo signals, the following equation is used:
m-1
dst[2*i] = SUM (src1[2*j] * src2[2*(i - j)])
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mediaLib Library Functions mlibSignalConvS16S16Sat(3MLIB)
j=0
m-1
dst[2*i ] 1] = SUM (src1[2*j ] 1] * src2[2*(i - j) ] 1])
j=0
if m < n, or
n-1
dst[2*i] = SUM (src2[2*j] * src1[2*(i - j)])
j=0
n-1
dst[2*i ] 1] = SUM (src2[2*j ] 1] * src1[2*(i - j) ] 1])
j=0
if m > n; where i = 0, 1, ..., (m ] n - 2).
PARAMETERS
Each of the functions takes the following arguments:
dst Destination signal array.
src1 First source signal array.
src2 Second source signal array.
m Number of samples in the first source signal array.
n Number of samples in the second source signal
arrays.
RETURN VALUES
Each of the functions returns MLIBSUCES if successful.
Otherwise it returns MLIBFAILURE.
ATRIBUTES
See attributes(5) for descriptions of the following attri-
butes:
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mediaLib Library Functions mlibSignalConvS16S16Sat(3MLIB)
ATRIBUTE TYPE ATRIBUTE VALUE
Interface Stability Committed
MT-Level MT-Safe
SEE ALSO
attributes(5)
SunOS 5.11 Last change: 2 Mar 2007 3
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