equalizer_init
Creation of an equalizer object (LMS, CMA, ...)
Séquence d'appel
eq = equalizer_init(wf); // Default equalizer (DDE, K = 1)
eq = equalizer_init(wf,K,errf,struct,gain,N1[,N2]]);
eq = equalizer_init(wf); // Default equalizer (DDE, K = 1) eq = equalizer_init(wf,K,errf,struct,gain,N1[,N2]]);
Paramètres
- wf:
Waveform specification (see wf_init)
- K:
Input over-sampling ratio (number of samples per symbol)
- errf:
Error function (either 'slicer' or 'cma')
- struct:
Equalizer structure (either 'dde' or 'dfe')
- gain:
Update gain (determine the convergence speed)
- N1:
Number of taps of the direct FIR equalization filter
- N2:
Number of taps of the feedback FIR equalization filter (only for DFE equalization)
- eq:
Resulting equalizer object (can be used with equalizer_process)
Waveform specification (see wf_init)
Input over-sampling ratio (number of samples per symbol)
Error function (either 'slicer' or 'cma')
Equalizer structure (either 'dde' or 'dfe')
Update gain (determine the convergence speed)
Number of taps of the direct FIR equalization filter
Number of taps of the feedback FIR equalization filter (only for DFE equalization)
Resulting equalizer object (can be used with equalizer_process)
Description
Initialize an equalizer object, ever symbol sampled (K = 1), or fractionnaly sampled (K > 1). Supported equalization structures are the following:
Decision Directed Equalization (DDE)
(strucuture = 'dde'):
A direct FIR filter is tuned (every symbol period) to minimize the output error.Decision Feedback Equalization (DFE)
(strucuture = 'dfe'):
Both a direct FIR filter (working at) and a feedback filter (working at symbol frequency) on the decision (slicer) outputs are used.
Possible cost function are the following:
Slicer
(errf = 'slicer'):
. Note: with this error function, the algorithm is better known as LMS (Least Mean Square).
.
Constant modulus algorithm (CMA)
(errf = 'cma'):