Azzera filtri
Azzera filtri

Designing a Digital filter from given Transfer function ? Coefficient Calculation ?

4 visualizzazioni (ultimi 30 giorni)
First of all i am not a expert in signal processing i just know the A B C
my question is how to design a filter for my speech codec where i capture speech and compress and tx it over air
so in this event my codec hardware from Texas Instruments TLV320AIC3204 gives me a flexibility to program the filters present in it by the given transfer function
N0 + (N1 * z^-1)
H(z)=---------------------
2^23 - (D1 * z^-1)
Above is an IIR Filter Example
my job is to find out the filter coefficients NO,N1,D1 and fill them up to the codec chip so that i can realize it on an hardware for that i want to take the help of matlab
any way i have some other transfer functions also waiting like biquad filters with a transfer function as below using which i can cascade a LPF and HPF to form a BPF using Biquad blocks
Transfer Function of Each biquad:
N0 + (2* N1 * z^-1 ) + (N2 * z^-2)
H(z)=----------------------------------------
(2^23) - (D1 * z^-1) - (D2 * z^-2)
how to realise this filter in matlab now Help me please

Risposte (3)

shyam
shyam il 26 Lug 2013
Any One There PLZ Reply me

Dimka
Dimka il 26 Lug 2013
That is, You need to calculate filter coefficients? And we are given?

Dimka
Dimka il 26 Lug 2013
Modificato: Dimka il 26 Lug 2013
Maybe it would be you can help...
clc; clear; close all;
fs = 8e3;
fc = [200 3.5e3];
order = 2;
% b - nominator of complex transfer function; a - denominator;
[b, a] = butter(order, 2*fc/fs, 'bandpass');
disp([{'Numerator'} num2str(b); {'Denominator'} num2str(a)])
%%check
f = fs/2*linspace(0, 1, 8192);
h = freqz(b,a, 8192);
K_dB = 20*log10(abs(h));
plot(f/1e3, K_dB, fc/1e3, [-3 -3], 'or', 'LineWidth', 2); grid on;
xlabel('frequency, kHz'); ylabel('|H|, dB')
axis([min(f/1e3) max(f/1e3) -60 10])
  3 Commenti
Dimka
Dimka il 26 Lug 2013
Modificato: Dimka il 26 Lug 2013
That is, You need calculate the coefficients just for your transfer function?

Accedi per commentare.

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