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AD9912A/PCBZ Scheda tecnica(PDF) 16 Page - Analog Devices |
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AD9912A/PCBZ Scheda tecnica(HTML) 16 Page - Analog Devices |
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16 / 38 page ![]() Data Sheet AD9912 THEORY OF OPERATION analog.com Rev. G | 16 of 38 Figure 39. Detailed Block Diagram OVERVIEW The AD9912 is a high performance, low noise, 14-bit DDS clock synthesizer with integrated comparators for applications desiring an agile, finely tuned square or sinusoidal output signal. A digitally controlled oscillator (DCO) is implemented using a direct digital synthesizer (DDS) with an integrated output DAC, clocked by the system clock. A bypassable PLL-based frequency multiplier is present, enabling use of an inexpensive, low frequency source for the system clock. For best jitter performance, the system clock PLL should be by- passed, and a low noise, high frequency system clock should be provided directly. Sampling theory sets an upper bound for the DDS output frequency at 50% of fS (where fS is the DAC sample rate), but a practical limitation of 40% of fS is generally recommended to allow for the selectivity of the required off-chip reconstruction filter. The output signal from the reconstruction filter can be fed back to the AD9912 to be processed through the output circuitry. The output circuitry includes HSTL and CMOS output buffers, as well as a frequency doubler for applications that need frequencies above the Nyquist level of the DDS. The AD9912 also offers preprogrammed frequency profiles that allow the user to generate frequencies without programming the part. The individual functional blocks are described in the following sections. DIRECT DIGITAL SYNTHESIZER (DDS) The frequency of the sinusoid generated by the DDS is determined by a frequency tuning word (FTW), which is a digital (that is, numeric) value. Unlike an analog sinusoidal generator, a DDS uses digital building blocks and operates as a sampled system. Thus, it requires a sampling clock (fS) that serves as the fundamental timing source of the DDS. The accumulator behaves as a modulo-248 counter with a programmable step size that is determined by the frequency tuning word (FTW). A block diagram of the DDS is shown in Figure 40. Figure 40. DDS Block Diagram The input to the DDS is a 48-bit FTW that provides the accumulator with a seed value. On each cycle of fS, the accumulator adds the value of the FTW to the running total of its output. For example, given an FTW = 5, the accumulator increments the count by 5 sec on each fS cycle. Over time, the accumulator reaches the upper end of its capacity (248 in this case) and then rolls over, retaining the excess. The average rate at which the accumulator rolls over establishes the frequency of the output sinusoid. The following equation defines the average rollover rate of the accumulator and establishes the output frequency (fDDS) of the DDS: fDDS= FTW248 fS (1) Solving this equation for FTW yields FTW=round248 fDDSfS (2) For example, given that fS = 1 GHz and fDDS = 19.44 MHz, then FTW = 5,471,873,547,255 (0x04FA05143BF7). |
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