A Novel Design of Sparse FIR Multiple Notch Filters with Tunable Notch Frequencies

Table 1

Nonzero coefficients of the designed filter in Example 1.

Taps		Nonzero tap weights
0	174	0.004722848554565
24	150	0.002007423266603
33	141	−0.004871513257007
38	136	−0.030966811403170
39	135	−0.022053492615673
40	134	0.014951595120278
41	133	−0.021767842979883
42	132	0.011692029570564
43	131	0.006950807646344
44	130	0.044114166070248
45	129	0.006311408033158
46	128	−0.062066578840798
47	127	−0.005818521570352
48	126	−0.002318412822056
49	125	0.005091217785500
50	124	0.020608511742342
51	123	−0.014404626498885
52	122	0.061394774774335
53	121	0.008629427173138
54	120	−0.072558769634137
55	119	−0.010787517932644
56	118	−0.022623175477306
57	117	0.030869196951431
58	116	0.009932536096148
59	115	−0.014074814764124
60	114	0.094137780017783
61	113	−0.004199271003407
62	112	−0.061953987746997
63	111	−0.047952288148680
64	110	−0.038531961471284
65	109	0.076026372592104
66	108	−0.015111106082247
67	107	0.000183867057454
68	106	0.099331267386019
69	105	−0.012255378374269
70	104	−0.028055658481912
71	103	−0.100962624763570
72	102	−0.038372777955426
73	101	0.098683027527897
74	100	−0.036089958346951
75	99	0.029655283702946
76	98	0.071889586307707
77	97	0.004739347900282
78	96	−0.002403828886942
79	95	−0.153598792283481
80	94	−0.019548891523249
81	93	0.089075079456139
82	92	−0.023403440116641
83	91	0.056274737680820
84	90	0.018813444978966
85	89	0.047899881207932
86	88	0.000409323536052
87		0.911070614139502