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AD5273BRJ10-R2 数据表(PDF) 17 Page - Analog Devices |
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AD5273BRJ10-R2 数据表(HTML) 17 Page - Analog Devices |
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17 / 20 page ![]() AD5273 –17– 2.5V CONTROLLER 2.7V–5.5V AD5273 Rp Rp Rp Rp VDD1 = 2.5V VDD2 = 5V G G S D M1 S D M2 SDA1 SCL1 SDA2 SCL2 Figure 18. Level Shift for Different Voltage Operation Resistance Scaling The AD5273 offers 1 k , 10 k , 50 k , and 100 k nominal resistances. For users who need to optimize the resolution with an arbitrary full-range resistance, the following techniques can be the solutions. Applicable only to the voltage divider mode, by paralleling a discrete resistor as shown in Figure 19, a propor- tionately lower voltage appears at terminal A–B. This translates into a finer degree of precision because the step size at terminal W will be smaller. The voltage can be found as: VD RR RR R D V W AB AB DD () = () + ¥¥ // // 2 32 256 (9) R1 R2 B A VDD R3 W Figure 19. Lowering the Nominal Resistance Figure 19 shows that the digital potentiometer changes steps lin- early. On the other hand, log taper adjustment is usually preferred in applications like volume control. Figure 20 shows another way of resistance scaling. In this circuit, the smaller the R2 with respect to RAB, the more the pseudo log taper characteristic it behaves. The wiper voltage is simply: VD RD R RD RD R V W WB WA WB I () = () ()+ () ¥ // // 2 2 (10) VI R1 B A R2 VO W Figure 20. Resistor Scaling with Log Adjustment Characteristics Resolution Enhancement Borrowed from ADI’s patented RDAC segmentation technique, users can configure three AD5273s to double the resolution. (See Figure 21.) First, U3 must be paralleled with a discrete resistor RP that is chosen to be equal to a step resistance (RP = RAB/64).We may see that adjusting U1 and U2 together forms the coarse 6-bit adjustment and adjusting U3 alone forms the finer 6-bit adjust- ment. As a result, the effective resolution becomes 12-bit. U1 A1 B1 W1 U2 A2 B2 W3 W2 U3 A3 B3 RP COARSE ADJUSTMENT FINE ADJUSTMENT Figure 21. Double the Resolution in Rheostat Mode Operation RDAC CIRCUIT SIMULATION MODEL The internal parasitic capacitances and the external capacitive loads dominate the ac characteristics of the digital potentiometers. Configured as a potentiometer divider, the –3 dB bandwidth of the AD5273 (1 k resistor) measures 6 MHz at half scale. TPCs 15–18 provide the large signal BODE plot characteristics of the four available resistor versions 1 k , 10 k , 50 k , and 100 k . Figure 22 shows a parasitic simulation model. The code following Figure 22 provides a macro model net list for the 1 k device: 55pF CA 25pF CB 25pF A B 1k W CW Figure 22. Circuit Simulation Model for RDAC = 1 k Macro Model Net List for RDAC .PARAM D = 63, RDAC = 1E3 * .SUBCKT DPOT (A,W,B) * CA A 0 25E-12 RWA A W {(1-D/63)*RDAC+60} CW W 0 55E-12 RWB W B {D/63*RDAC+60} CB B 0 25E-12 * .ENDS DPOT REV. 0 |
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