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CLC5902 Datenblatt(PDF) 12 Page - National Semiconductor (TI)

[Old version datasheet] Texas Instruments acquired National semiconductor.
Teilenummer CLC5902
Bauteilbeschribung  Dual Digital Tuner/AGC
PDF  28 Pages
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Hersteller  NSC [National Semiconductor (TI)]
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CLC5902 Datenblatt(HTML) 12 Page - National Semiconductor (TI)

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Rev. 3.05 May 27, 1999
12
©1999 National Semiconductor Corporation
Detailed Description
Control Interface
The CLC5902 is configured by writing control informa-
tion into 148 control registers within the chip. The con-
tents of these control registers and how to use them are
described in Table 5. The registers are written to or read
from using the D[7:0], A[7:0], CE, RD and WR pins (see
Table 1 for pin descriptions). This interface is designed to
allow the CLC5902 to appear to an external processor as a
memory mapped peripheral. See Figure 14 for details.
The control interface is asynchronous with respect to the
system clock, CK. This allows the registers to be written
or read at any time. In some cases this might cause an
invalid operation since the interface is not internally syn-
chronized. In order to assure correct operation, SI must be
asserted after the control registers are written.
The D[7:0], A[7:0], WR, RD and CE pins should not be
driven above the positive supply voltage.
Master Reset
A master reset pin, MR, is provided to initialize the
CLC5902 to a known condition and should be strobed
after power up. This signal will clear all sample data and
all user programmed data (filter coefficients and AGC set-
tings). All outputs will be disabled (tri-stated). ASTROBE
and BSTROBE will be asserted to initialize the DVGA
values. Table 5 describes the control register default val-
ues.
Synchronizing Multiple CLC5902 Chips
A system containing two or more CLC5902 chips will
need to be synchronized if coherent operation is desired.
To synchronize multiple CLC5902 chips, connect all of
the sync input pins together so they can be driven by a
common sync strobe. Synchronization occurs on the rising
edge of CK when SI goes back high. When SI is asserted
all sample data will be flushed immediately, the numeri-
cally controlled oscillator (NCO) phase offset will be ini-
tialized, the NCO dither generators will be reset, and the
CIC decimation ratio will be initialized. Only the configu-
ration data loaded into the microprocessor interface
remains unaffected.
SI may be held low as long as desired after a minimum of
4 CK periods.
Input Source
The input crossbar switch allows either AIN, BIN, or a
test register to be routed to the channel A or channel B
AGC/DDC. The AGC outputs, AGAIN and BGAIN, are
not switched. If AIN and BIN are exchanged the AGC
loop will be open and the AGCs will not function properly.
AIN and BIN should meet the timing requirements shown
in Figure 7.
Selecting the test register as the input source allows the
AGC or DDC operation to be verified with a known input.
See the test and diagnostics section for further discussion.
Down Converters
A detailed block diagram of each DDC channel is shown
in Figure 15. Each down converter uses a complex NCO
and mixer to quadrature downconvert a signal to base-
band. The “FLOAT TO FIXED CONVERTER” treats the
15-bit mixer output as a mantissa and the AGC output,
EXP, as a 3-bit exponent. It performs a bit shift on the data
based on the value of EXP. This bit shifting is used to
expand the compressed dynamic range resulting from the
DVGA operation. The DVGA gain is adjusted in 6dB
steps which are equivalent to each digital bit shift.
The exponent (EXP) can be forced to its maximum value
by setting the EXP_INH bit. If
is the DDC input,
the signal after the “FLOAT TO FIXED CONVERTER” is
EQ. 1
for the I component. Changing the ‘cos’ to ‘sin’ in this
equation will provide the Q component.
NCO
FREQ_A
PHASE_A
Data @ FCK
EXPONENT
EXP
14
3
22
22
21
21
EXP
TO
OUTPUT
CIRCUIT
17
17
21
21
15
15
Figure 15
CLC5902 Down Converter, Channel A (Channel B is identical)
SIN
COS
I
Q
(from AGC)
x
3 n
()
x
in n
()
MUXA
= FS (FSAMPLE)
Data @ FCK/N
Data @ FCK/N*2
Data @ FCK/N*2*F2_DEC
= OFS (Output FSAMPLE)
N = DEC + 1
x
in n
()
x
3 n
() x
in n
()
ωn
()
cos
2
EXP
=



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