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CLC5902 датащи(PDF) 17 Page - National Semiconductor (TI) |
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CLC5902 датащи(HTML) 17 Page - National Semiconductor (TI) |
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17 / 28 page ![]() ©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 equal the sums of the impulse response coeffi- cients of F1 and F2, respectively. For the STD and GSM sets, and are nearly equal to unity. Observe that the term in EQ. 2 is cancelled by the DVGA oper- ation so that the entire gain of the DRCS is independent of 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 50 100 150 200 250 −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 Frequency (KHz) 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 Frequency (KHz) FCK = 52MHz Decimation = 192 OFS = 270.83kHz Figure 27 CIC, F1, & F2 GSM Passband Flatness 0 20 40 60 80 100 −2 −1.5 −1 −0.5 0 0.5 1 Combined Frequency Response of CIC/F1/F2 Using GSM Set Frequency (KHz) G DDC 1 2 --- DEC 1 + () 4 2 SCALE 44 – AGAIN 1 EXP_INH – () ⋅ – [] 2 GAIN G F1 G F2 ⋅ ⋅ ⋅⋅ = G F1 h 1 i () i 1 = 21 ∑ 2 16 ---------------------- = G F2 h 2 i () i 1 = 63 ∑ 2 16 ---------------------- = G F1 G F2 G F1 G F2 AGAIN 1 2 --- 1 2 --- |
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