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ADS5294IPFPR 数据表(PDF) 33 Page - Texas Instruments |
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ADS5294IPFPR 数据表(HTML) 33 Page - Texas Instruments |
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33 / 82 page ![]() 33 ADS5294 www.ti.com SLAS776E – NOVEMBER 2011 – REVISED APRIL 2018 Product Folder Links: ADS5294 Submit Documentation Feedback Copyright © 2011–2018, Texas Instruments Incorporated Feature Description (continued) (1) EN_CUSTOM_FILT is the D15 of register 5A (Hex) to B9 (Hex). 9.3.4 Decimation Filter ADS5294 includes an option to decimate the ADC output data using filters. Once the decimation is enabled, the decimation rate, frequency band of the filter can be programmed. In addition, the user can select either the pre- defined or custom coefficients. Table 1. Digital Filters(1) DECIMATION TYPE OF FILTER DATA _RATE FILTERn _RATE FILTERn _COEFF_SET ODD_TAP USE _FILTER _CHn EN_CUSTOM _FILT Decimate by 2 Built-in low-pass odd-tap filter (pass band = 0 to fS / 4) 01 000 000 1 1 0 Built-in high-pass odd-tap filter (pass band = fS / 4 to fS /2) 01 000 001 1 1 0 Decimate by 4 Built-in low-pass even-tap filter (pass band = 0 to fS / 8) 10 001 010 0 1 0 Built-in first band pass even tap filter (pass band = fS / 8 to fS / 4) 10 001 011 0 1 0 Built-in second band pass even tap filter (pass band = fS / 4 to 3 fS / 8) 10 001 100 0 1 0 Built-in high pass odd tap filter (pass band = 3 fS / 8 to fS / 2) 10 001 101 1 1 0 Decimate by 2 Custom filter (user-programmable coefficients) 01 000 000 0 and 1 1 1 Decimate by 4 Custom filter (user-programmable coefficients) 10 001 000 0 and 1 1 1 Decimate by 8 Custom filter (user-programmable coefficients) 11 100 000 0 and 1 1 1 Bypass decimation Custom filter (user-programmable coefficients) 00 011 000 0 and 1 1 1 9.3.5 Decimation Filter Equation In the default setting, the decimation filter is implemented as a 24-tap FIR filter with symmetrical coefficients (each coefficient is 12-bit signed). By setting the register bit ODD_TAPn = 1, a 23-tap FIR is implemented 9.3.5.1 Pre-defined Coefficients The built-in filters (lowpass, highpass, and bandpass) use pre-defined coefficients. The frequency responses of the build-in decimation filters with different decimation factors are shown in Figure 48. |
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