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ADF4155BCPZ датащи(PDF) 12 Page - Analog Devices |
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ADF4155BCPZ датащи(HTML) 12 Page - Analog Devices |
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12 / 32 page ![]() ADF4155 Data Sheet CIRCUIT DESCRIPTION REFERENCE INPUT SECTION The reference input stage is shown in Figure 17. The reference input can accept both single-ended and differential signals, and the choice is controlled by the reference input mode bit (Bit DB30, Register 6). To use a differential signal for the reference input, this bit must be programmed high. In this case, the SW1 and SW2 switches are opened, the SW3 and SW4 switches are closed, and the current source driving the differential pair of the transistors is switched on. The differential signal is buffered, before it is fed to the emitter-coupled logic (ECL) to a CMOS converter. When a single-ended signal is used as the reference, Bit DB30 in Register 6 must be programmed to 0. In this case, the SW1 and SW2 switches are closed, the SW3 and SW4 switches are opened, and the current source driving the differential pair of transistors is switched off. Figure 17. Reference Input Stage RF N COUNTER The RF N counter allows a division ratio in the PLL feedback path. The division ratio is determined by the INT, FRAC1, MOD1, FRAC2, and MOD2 values, which build up this divider (see Figure 18). Note that MOD1 is a fixed nonprogrammable value equal to 224. Figure 18. RF N Counter INT, FRAC, MOD, and R Counter Relationship The INT, FRAC1, FRAC2, MOD1, and MOD2 values, in conjunction with the R counter, make it possible to generate output frequencies that are spaced by fractions of the PFD frequency (fPFD). For more information, see the RF Synthesizer— A Worked Example section. Calculate the RF VCO frequency (RFOUT) by the following: RFOUT = fPFD × N (1) where: RFOUT is the output frequency of the external VCO voltage controlled oscillator (without using the output divider). fPFD is a frequency of phase frequency detector. N is the desired value of the feedback counter N. Calculate the fPFD by the following equation: fPFD = REFIN × [(1 + D)/(R × (1 + T))] (2) where: REFIN is the reference input frequency. D is the REFIN doubler bit. R is the preset divide ratio of the binary 10-bit programmable reference counter (1 to 1023). T is the REFIN divide by 2 bit (0 or 1) N comprises MOD1 MOD2 FRAC2 FRAC1 INT N + + = (3) where: INT is the 16-bit integer value (23 to 32,767 for 4/5 prescaler, 75 to 65,535 for 8/9 prescaler). FRAC1 is the numerator of the primary modulus (1 − 16,777,215). FRAC2 is the numerator of the 14-bit auxiliary modulus (1 − 16,383). MOD2 is the programmable, 14-bit auxiliary fractional modulus (2 − 16,383). MOD1 is a 24-bit primary modulus with a fixed value of 224 (16,777,216). This results in a very fine frequency resolution with no residual frequency error. To apply this formula, take the following steps: 1. Calculate N by dividing RFOUT/fPFD. 2. The integer value of this number forms INT. 3. Subtract this value from the full N value. 4. Multiply the remainder by 224. 5. The integer value of this number forms FRAC1. 6. Calculate the MOD2 basis on the channel spacing (fCHSP) by MOD2 = fPFD/GCD(fPFD, fCHSP) (4) where: fCHSP is the desired channel spacing frequency. GCD(fPFD, fCHSP) is a greatest common divider of the PFD frequency and the channel spacing frequency. 7. Calculate FRAC2 by the following equation: FRAC2 = [(N − INT) × 224 − FRAC1)] × MOD2 (5) 2.5kΩ 2.5kΩ REFIN+ REFIN– AVDD BIAS GENERATOR BUFFER 85k Ω SW2 SW3 SW1 REFERENCE INPUT MODE SW4 ECL TO CMOS BUFFER TO R COUNTER MULTIPLEXER THIRD-ORDER FRACTIONAL INTERPOLATOR FRAC1 REG INT REG RF N COUNTER FROM VCO OUTPUT/ OUTPUT DIVIDERS TO PFD N COUNTER FRAC2 VALUE MOD2 VALUE N = INT + FRAC1 + MOD1 FRAC2 MOD2 Rev. 0 | Page 12 of 32 |
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