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AD7013ARS 数据表(PDF) 12 Page - Analog Devices |
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AD7013ARS 数据表(HTML) 12 Page - Analog Devices |
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12 / 20 page ![]() –12– REV. A AD7013 VBIAS IRx VBIAS + 0.65 VBIAS – 0.65 IRx ADC CODE 10 … 00 00 … 00 01 … 11 Figure 11. ADC Transfer Function for Differential Operation VBIAS IRx VBIAS + 1.3 VBIAS – 1.3 IRx ADC CODE 10 … 00 00 … 00 01 … 11 SIGMA-DELTA ADC The AD7013 receive channels employ a sigma-delta conversion technique, which provides a high resolution 15-bit output for both I and Q channels with system filtering being implemented on-chip. The output of the switched-capacitor filter is continuously sampled at MCLK/8, by a charge-balanced modulator, and is converted into a digital pulse train whose duty cycle contains the digital information. Due to the high oversampling rate which spreads the quantization noise from 0 to f S/2, the noise energy which is contained in the band of interest is reduced (Figure 13a). To reduce the quantization noise still further, a high order modulator is employed to shape the noise spectrum, so that most of the noise energy is shifted out of the band of interest (Figure 13b). The digital filter that follows the modulator removes the large out of band quantization noise (Figure 13c), while converting the digital pulse train into parallel 15-bit wide binary data. The 15-bit I and Q data plus an I/Q flag bit is made available, via a serial interface, as a 16-bit word, MSB first. Figure 12. ADC Transfer Function for Single-Ended Operation Digital Filter The digital filters used in the AD7013 receive section carry out two important functions. First, they remove the out of band quantiza- tion noise which is shaped by the analog modulator. Second, they are also designed to perform system level filtering, providing the Root-Raised Cosine filter as required for TIA IS-54. Since digital filtering occurs after the A/D conversion process, it can remove noise injected during the conversion process. Analog filtering cannot do this. Also, the digital filter combines low passband ripple with a steep roll off, while also maintaining a linear phase response. This is very difficult to achieve with analog filters. Filter Characteristics The digital filter is a 256-tap FIR filter, clocked at 1/8 the master clock frequency. A choice of two frequency responses are available: a Root-Raised Cosine response (CR11 = 0) and a brick wall response at 11.4 kHz (CR11 = 1) for analog mode. Figure 16 and Figure 17 illustrate the respective frequency responses for both digital mode and analog mode while Figure 18 compares the low frequency response of the digital filters. Due to the low-pass nature of the receive filters there is a settling time associated with step input functions. Output data will not be meaningful until all the digital filter taps have been loaded with data samples taken after the step change. Hence, the AD7013 digital filters have a settling time of 256 × 8t 1 (i.e., 329.2 µs when MCLK = 6.2208 MHz and 400 µs when MCLK = 5.12 MHz). fs/2 388.8kHz QUANTIZATION NOISE fs/2 388.8kHzMHz BAND OF INTEREST NOISE SHAPING BAND OF INTEREST fs/2 388.8kHz BAND OF INTEREST ROOT RAISED COSINE FIR FILTER a b c Figure 13. a. Effect of High Oversampling Ratio. b. Use of Noise Shaping to Further Improve SNR. c. Use of Digital Filtering to Remove the Out of Band Quantization Noise a. b. c. |
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