參數(shù)資料
型號： AD9260EB
廠商： Analog Devices, Inc.
英文描述： High-Speed Oversampling CMOS ADC with 16-Bit Resolution at a 2.5 MHz Output Word Rate
中文描述： 高速16位分辨率在2.5 MHz的輸出字速率采樣的CMOS模數(shù)轉(zhuǎn)換器
文件頁數(shù)： 7/36頁
文件大小： 572K
代理商： AD9260EB
AD9260
–7–
REV. B
Table I. Integer Filter Coefficients for First Stage Decimation
Filter (23-Tap Halfband FIR Filter)
Lower
Coefficient
Upper
Coefficient
Integer
Value
H(1)
H(2)
H(3)
H(4)
H(5)
H(6)
H(7)
H(8)
H(9)
H(10)
H(11)
H(12)
H(23)
H(22)
H(21)
H(20)
H(19)
H(18)
H(17)
H(16)
H(15)
H(14)
H(13)
–
1
0
13
0
–
66
0
224
0
–
642
0
2496
4048
Table II. Integer Filter Coefficients for Second Stage Decima-
tion Filter (43-Tap Halfband FIR Filter)
Lower
Coefficient
Upper
Coefficient
Integer
Value
H(1)
H(2)
H(3)
H(4)
H(5)
H(6)
H(7)
H(8)
H(9)
H(10)
H(11)
H(12)
H(13)
H(14)
H(15)
H(16)
H(17)
H(18)
H(19)
H(20)
H(21)
H(22)
H(43)
H(42)
H(41)
H(40)
H(39)
H(38)
H(37)
H(36)
H(35)
H(34)
H(33)
H(32)
H(31)
H(30)
H(29)
H(28)
H(27)
H(26)
H(25)
H(24)
H(23)
3
0
–
12
0
35
0
–
83
0
172
0
–
324
0
572
0
–
976
0
1680
0
–
3204
0
10274
16274
NOTE: The composite filter undecimated coefficients (i.e.,
impulse response) in the 4
×
decimation mode can be determined
by convolving the first stage filter taps with a
“
zero stuffed
”
version of the second stage filter taps (i.e., insert one zero be-
tween samples). Similarly, the composite filter coefficients in the
8
×
decimation mode can be determined by convolving the taps
of the composite 4
×
decimation mode (as previously deter-
mined) with a
“
zero stuffed
”
version of the third stage filter taps
(i.e., insert three zeros between samples).
Table III. Integer Filter Coefficients for Third Stage Decima-
tion Filter (107-Tap Halfband FIR Filter)
Lower
Coefficient
Upper
Coefficient
Integer
Value
H(1)
H(2)
H(3)
H(4)
H(5)
H(6)
H(7)
H(8)
H(9)
H(10)
H(11)
H(12)
H(13)
H(14)
H(15)
H(16)
H(17)
H(18)
H(19)
H(20)
H(21)
H(22)
H(23)
H(24)
H(25)
H(26)
H(27)
H(28)
H(29)
H(30)
H(31)
H(32)
H(33)
H(34)
H(35)
H(36)
H(37)
H(38)
H(39)
H(40)
H(41)
H(42)
H(43)
H(44)
H(45)
H(46)
H(47)
H(48)
H(49)
H(50)
H(51)
H(52)
H(53)
H(54)
H(107)
H(106)
H(105)
H(104)
H(103)
H(102)
H(101)
H(100)
H(99)
H(98)
H(97)
H(96)
H(95)
H(94)
H(93)
H(92)
H(91)
H(90)
H(89)
H(88)
H(87)
H(86)
H(85)
H(84)
H(83)
H(82)
H(81)
H(80)
H(79)
H(78)
H(77)
H(76)
H(75)
H(74)
H(73)
H(72)
H(71)
H(70)
H(69)
H(68)
H(67)
H(66)
H(65)
H(64)
H(63)
H(62)
H(61)
H(60)
H(59)
H(58)
H(57)
H(56)
H(55)
–
1
0
2
0
–
2
0
3
0
–
3
0
1
0
3
0
–
12
0
27
0
–
50
0
85
0
–
135
0
204
0
–
297
0
420
0
–
579
0
784
0
–
1044
0
1376
0
–
1797
0
2344
0
–
3072
0
4089
0
–
5624
0
8280
0
–
14268
0
43520
68508
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