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AFE8220TPZPQ1 Datasheet(PDF) 22 Page - Texas Instruments |
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AFE8220TPZPQ1 Datasheet(HTML) 22 Page - Texas Instruments |
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22 / 49 page ![]() H (z)= EVEN å NCOEFF 1 - n=0 COEFF (z ´ BASE_ADDR+ n +z ) - - ´ - - n (2 NCOEFF 1 n) (13) H (z)= ODD å NCOEFF 2 - n=0 COEFF (z ´ BASE_ADDR+ n BASE_ADDR+ NCOEFF 1 - +z )+COEFF - - ´ - - - n (2 NCOEFF 2 n) NCOEFF 1 z ´ (14) H (z)= HALFBAND å NCOEFF 2 - n=0 COEFF (z ´ BASE_ADDR+ n BASE_ADDR+ NCOEFF 1 - +z )+COEFF z ´ - - ´ - - ´ - 2n (4 NCOEFF 6 2n) 2 NCOEFF 3 H (z)= ARBITRARY å NCOEFF 1 - n=0 COEFF z ´ BASE_ADDR+ n -n (16) GAIN (z)=2 EVEN ´ -SHIFT 2 ´ å NCOEFF 1 - n=0 COEFF BASE_ADDR+ n 2 1 - 15 (17) GAIN ODD HALFBAND =GAIN =2 ´ -SHIFT 2 ´ å NCOEFF 2 - n=0 COEFF +COEFF BASE_ADDR+ n BASE_ADDR+ NCOEFF 1 - 2 1 - 15 (18) GAIN (z)=2 ARBITRARY ´ -SHIFT å NCOEFF 1 - n=0 COEFF BASE_ADDR+ n 2 1 - 15 (19) AFE8220-Q1 SBAS455A – JANUARY 2009 – REVISED JULY 2009....................................................................................................................................................... www.ti.com Extended-Length Filter Mode If FIR2A or FIR2B cannot provide enough filter taps to achieve the desired frequency response, setting control bit ddc0_interleave puts the two filters into an interleaved mode that doubles the length of the filter that can be realized. However, there are several limitations: 1. Only odd symmetrical filters may be realized; 2. The filter length M must be such that (M + 1)/4 is an integer; and 3. Only one filter can be realized (in ddc_interleave mode the A and B outputs are identical: IB = IA and QB = QA). In addition to setting the ddc0_interleave bit, FIR2A must be set to EVEN mode and FIR2A must be set to ODD mode. ddc0_fir2a_ncoeff and ddc0_fir2b_ncoeff are both set to (M + 1)/4. ddc0_fir2a_shift and ddc0_fir2b_shift should be identical. There are no restrictions on ddc0_fir2a_base_addr or ddc0_fir2b_base_addr. The M-tap filter has (M + 1)/2 unique coefficients. The first, third, fifth, etc. coefficients are loaded into the FIR2A coefficient memory; the second, fourth, sixth, etc. coefficients are loaded into the FIR2B memory. The center coefficients of the filter end up as the last coefficient loaded into FIR2B. FIR Filter Transfer Functions Equation 13 to Equation 21 show transfer functions and dc gain for the various filter modes. Generic names for the control variables are used; just substitute the appropriate variable (that is, ddc0_fir2a_ncoeff for NCOEFF) as necessary. Also, note that SHIFT has a value of 0 for FIR1. Basic Filter Modes (15) 22 Submit Documentation Feedback Copyright © 2009, Texas Instruments Incorporated Product Folder Link(s): AFE8220-Q1 |
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