參數(shù)資料
型號: CLC5902
廠商: National Semiconductor Corporation
英文描述: Dual Digital Tuner/AGC
中文描述: 雙數(shù)字調(diào)諧器/自動增益控制
文件頁數(shù): 17/28頁
文件大?。?/td> 783K
代理商: CLC5902
1999 National Semiconductor Corporation
17
Rev. 3.05 May 27, 1999
Overall Channel Gain
The overall gain of the chip is a function of the amount of
decimation (N), the settings of the “SHIFT UP” circuit
(SCALE), the GAIN setting, the sum of the F1 coeffi-
cients, and the sum of the F2 coefficients. The overall gain
is shown below in Equation 2.
EQ. 2
Where:
EQ. 3
and:
EQ. 4
It is assumed that the DDC output words are treated as
fractional 2’s complement words. The numerators of
and
cients of F1 and F2, respectively. For the STD and GSM
sets,
and
are nearly equal to unity. Observe that
G
F
1
G
F
2
equal the sums of the impulse response coeffi-
the
ation so that the entire gain of the DRCS is independent of
term in EQ. 2 is cancelled by the DVGA oper-
the DVGA setting when EXP_INH=0. The appearing in
EQ. 2 is the result of the 6dB conversion loss in the mixer.
For full-scale square wave inputs the should be set to 1
to prevent signal distortion.
Data Latency and Group Delay
The latency from a sync event to data output is approxi-
mately 8N
CK
periods for F2 decimation by 2 and 24N
CK
periods for F2 decimation by 4. Actual non-zero data
output can be further delayed depending on the F1 and F2
filter coefficients.
Group Delay is approximately 90N
CK
periods for F2
decimation by 2 or 4.
Figure 25
CIC, F1, & F2 STD Passband Flatness
0
50
100
Frequency (KHz)
150
200
250
0.1
0.08
0.06
0.04
0.02
0
0.02
0.04
0.06
0.08
0.1
Combined Frequency Response of CIC/F1/F2 Using STD Set
M
Figure 26
CIC, F1, & F2 GSM frequency response
0
500
1000
1500
2000
2500
3000
100
80
60
40
20
0
Combined Frequency Response of CIC/F1/F2 Using GSM Set
M
Frequency (KHz)
F
= 52MHz
Decimation = 192
O
FS
= 270.83kHz
Figure 27
CIC, F1, & F2 GSM Passband Flatness
0
20
40
Frequency (KHz)
60
80
100
2
1.5
1
0.5
0
0.5
1
Combined Frequency Response of CIC/F1/F2 Using GSM Set
M
G
DDC
1
2
DEC
2
SCALE
1
+
(
)
4
44
AGAIN
1
EXP
_
INH
(
)
[
]
2
GAIN
G
F
1
G
F
2
=
G
F
1
h
1
i
( )
---------------------
2
21
=
G
F
2
h
2
i
( )
---------------------
2
63
=
G
F
1
G
F
2
AGAIN
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