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MCP4901-E/MS 数据表(PDF) 30 Page - Microchip Technology |
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MCP4901-E/MS 数据表(HTML) 30 Page - Microchip Technology |
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30 / 50 page ![]() MCP4901/4911/4921 DS22248A-page 30 2010 Microchip Technology Inc. 6.5 Bipolar Operation Bipolar operation is achievable using the MCP4901/ 4911/4921 family devices by using an external operational amplifier (op amp). This configuration is desirable due to the wide variety and availability of op amps. This allows a general purpose DAC, with its cost and availability advantages, to meet almost any desired output voltage range, power and noise performance. Example 6-3 illustrates a simple bipolar voltage source configuration. R1 and R2 allow the gain to be selected, while R3 and R4 shift the DAC's output to a selected offset. Note that R4 can be tied to VREF instead of VSS if a higher offset is desired. Note that a pull-up to VREF could be used, instead of R4, if a higher offset is desired. EXAMPLE 6-3: DIGITALLY-CONTROLLED BIPOLAR VOLTAGE SOURCE. 6.5.1 DESIGN EXAMPLE: DESIGN A BIPOLAR DAC USING EXAMPLE 6-3 WITH 12-BIT MCP4912 OR MCP4922 An output step magnitude of 1 mV with an output range of ±2.05V is desired for a particular application. The following steps show the details: 1. Calculate the range: +2.05V – (-2.05V) = 4.1V. 2. Calculate the resolution needed: 4.1V/1 mV = 4100 Since 212 = 4096, 12-bit resolution is desired. 3. The amplifier gain (R2/R1), multiplied by VREF, must be equal to the desired minimum output to achieve bipolar operation. Since any gain can be realized by choosing resistor values (R1 +R2), the VREF source needs to be deter- mined first. If a VREF of 4.1V is used, solve for the gain by setting the DAC to 0, knowing that the output needs to be -2.05V. The equation can be simplified to: 4. Next, solve for R3 and R4 by setting the DAC to 4096, knowing that the output needs to be +2.05V. VREF VREF VDD SPI 3 VOUT R3 R4 R1 VIN+ 0.1 µF VCC+ VCC– VO V IN+ V OUTR4 R 3 R 4 + -------------------- = V O V IN+ 1 R 2 R 1 ------ + V DD R 2 R 1 ------ – = G = Gain selection (1x or 2x) Dn = Digital value of DAC (0 – 255) for MCP4901/MCP4902 V OUT V REF G D n 2 N ------ = = Digital value of DAC (0 – 1023) for MCP4911/MCP4912 = Digital value of DAC (0 – 4095) for MCP4921/MCP4922 N = DAC Bit Resolution DAC MCP4901 MCP4911 MCP4921 (a) Single Output DAC: (b) Dual Output DAC: MCP4902 MCP4912 MCP4922 R 2 – R 1 --------- 2.05 – V REF ------------- 2.05 – 4.1 ------------- == If R1 = 20 k and R2 = 10 k, the gain will be 0.5 R 2 R 1 ------ 1 2 --- = R 4 R 3 R 4 + ----------------------- 2.05V 0.5V REF + 1.5V REF ----------------------------------------- 2 3 --- == If R4 = 20 k, then R3 = 10 k |
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