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Topic: fir2 filter design
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Suyash

Posts: 17
Registered: 11/5/12
fir2 filter design
Posted: Jun 25, 2013 11:07 AM
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I am trying to design a filter in the frequency domain using function fir2. My normalized frequency vector is f below and the magnitude response I am looking for is vector m below. It is a bandpass filter. fir2 does make a filter, however, it is nowhere close to the one I desire, as can be seen when plotting frequencies against the magnitude response.

Thanks for your help!

f=[0 0,00100000000000000 0,00200000000000000 0,00300000000000000 0,00400000000000000 0,00500000000000000 0,00600000000000000 0,00700000000000000 0,00800000000000000 0,00900000000000000 0,00971825315807550 0,0100000000000000 0,0110000000000000 0,0120000000000000 0,0130000000000000 0,0140000000000000 0,0150000000000000 0,0160000000000000 0,0170000000000000 0,0180000000000000 0,0190000000000000 0,0200000000000000 0,0210000000000000 0,0220000000000000 0,0230000000000000 0,0240000000000000 0,0250000000000000 0,0260000000000000 0,0270000000000000 0,0280000000000000 0,0290000000000000 0,0300000000000000 0,0310000000000000 0,0320000000000000 0,0330000000000000 0,0340000000000000 0,0350000000000000 0,0360000000000000 0,0370000000000000 0,0380000000000000 0,0390000000000000 0,0400000000000000 0,0410000000000000 0,0420000000000000 0,0430000000000000 0,0440000000000000 0,0450000000000000 0,046000000
0000000 0,0470000000000000 0,0480000000000000 0,0490000000000000 0,0500000000000000 0,0510000000000000 0,0520000000000000 0,0530000000000000 0,0540000000000000 0,0550000000000000 0,0560000000000000 0,0570000000000000 0,0580000000000000 0,0590000000000000 0,0600000000000000 0,0610000000000000 0,0620000000000000 0,0630000000000000 0,0640000000000000 0,0650000000000000 0,0660000000000000 0,0670000000000000 0,0680000000000000 0,0690000000000000 0,0700000000000000 0,0710000000000000 0,0720000000000000 0,0730000000000000 0,0740000000000000 0,0750000000000000 0,0760000000000000 0,0770000000000000 0,0780000000000000 0,0790000000000000 0,0800000000000000 0,0810000000000000 0,0820000000000000 0,0830000000000000 0,0840000000000000 0,0850000000000000 0,0860000000000000 0,0870000000000000 0,0880000000000000 0,0890000000000000 0,0900000000000000 0,0910000000000000 0,0920000000000000 0,0930000000000000
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m =
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