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ADRF6750ACPZ-R7 数据表(PDF) 18 Page - Analog Devices |
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ADRF6750ACPZ-R7 数据表(HTML) 18 Page - Analog Devices |
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18 / 40 page ![]() ADRF6750 Rev. A | Page 18 of 40 THEORY OF OPERATION ×2 DOUBLER 5-BIT R-DIVIDER FROM REFIN PIN TO PFD ÷2 OVERVIEW The ADRF6750 device can be divided into the following basic building blocks: Figure 53. Reference Input Path The PFD frequency equation is • PLL synthesizer and VCO fPFD = fREFIN × [(1 + D)/(R × (1 + T))] (2) • Quadrature modulator • Attenuator where: fREFIN is the reference input frequency. D is the doubler bit. R is the programmed divide ratio of the binary 5-bit programmable reference divider (1 to 32). T is the divide-by-2 bit (0 or 1). • Voltage regulator • I2C/SPI interface Each of these building blocks is described in detail in the sections that follow. PLL SYNTHESIZER AND VCO RF Fractional-N Divider Overview The RF fractional-N divider allows a division ratio in the PLL feedback path that can range from 23 to 4095. The relationship between the fractional-N divider and the LO frequency is described in the following section. The phase-locked loop (PLL) consists of a fractional-N frequency synthesizer with a 25-bit fixed modulus, allowing a frequency resolution of less than 1 Hz over the entire frequency range. It also has an integrated voltage-controlled oscillator (VCO) with a fundamental output frequency ranging from 1900 MHz to 3150 MHz. This allows the PLL to generate a stable frequency at 2× LO, which is then divided down to provide a local oscillator (LO) frequency ranging from 950 MHz to 1575 MHz to the quadrature modulator. INT and FRAC Relationship The integer (INT) and fractional (FRAC) values make it possible to generate output frequencies that are spaced by fractions of the phase frequency detector (PFD) frequency. See the Example—Changing the LO Frequency section for more information. Reference Input Section The LO frequency equation is The reference input stage is shown in Figure 52. SW1 and SW2 are normally closed switches. SW3 is normally open. When power-down is initiated, SW3 is closed, and SW1 and SW2 are open. This ensures that there is no loading of the REFIN pin at power-down. LO = fPFD × (INT + (FRAC/225)) (1) where: LO is the local oscillator frequency. fPFD is the PFD frequency. INT is the integer component of the required division factor and is controlled by the CR6 and CR7 registers. FRAC is the fractional component of the required division factor and is controlled by the CR0 to CR3 registers. BUFFER TO R-DIVIDER REFIN 100k Ω NC SW2 SW3 NC NC SW1 POWER-DOWN CONTROL N-COUNTER INT REG TO PFD RF N-DIVIDER N = INT + FRAC/225 FROM VCO OUTPUT DIVIDERS FRAC VALUE THIRD-ORDER FRACTIONAL INTERPOLATOR Figure 52. Reference Input Stage Reference Input Path The on-chip reference frequency doubler allows the input reference signal to be doubled. This is useful for increasing the PFD comparison frequency. Making the PFD frequency higher improves the noise performance of the system. Doubling the PFD frequency usually improves the in-band phase noise performance by 3 dBc/Hz. Figure 54. RF Fractional-N Divider Phase Frequency Detector (PFD) and Charge Pump The PFD takes inputs from the R-divider and the N-counter and produces an output proportional to the phase and frequency differ- ence between them (see Figure 55 for a simplified schematic). The PFD includes a fixed delay element that sets the width of the antibacklash pulse, ensuring that there is no dead zone in the PFD transfer function. The 5-bit R-divider allows the input reference frequency (REFIN) to be divided down to produce the reference clock to the PFD. Division ratios from 1 to 32 are allowed. An additional divide-by-2 function in the reference input path allows for a greater division range. |
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