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DS1870 Datasheet(PDF) 13 Page - Maxim Integrated Products |
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DS1870 Datasheet(HTML) 13 Page - Maxim Integrated Products |
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13 / 28 page ![]() LDMOS RF Power-Amplifier Bias Controller ____________________________________________________________________ 13 the full-scale (FS) value. The expected FS value is also found by multiplying an all-ones digital answer by the LSB weight. Example: Since the FS digital reading is 65,528 (FFF8 hex) LSBs, if the LSB’s weight is 50µV, then the FS value is 65,528 x 50µV = 3.2764V. A binary search is used to calibrate the gain of the con- verter. This requires forcing two known voltages to the input pin. It is preferred that one of the forced voltages is the null input and the other is 90% of FS. Since the LSB of the least significant bit in the digital reading reg- ister is known, the expected digital results can be cal- culated for both the null input and the 90% of full scale value. An explanation of the binary search used to scale the gain is best served with the following example pseudo- code: /* Assume that the null input is 0.5V */ /* Assume that the requirement for the LSB is 50µV */ FS = 65528 * 50e-6; /*3.2764V */ CNT1 = 0.5 / 50e-6; /* 1000 */ CNT2 = 0.9 X FS / 50e-6; /* 58981.5 */ /* So the null input is 0.5V and 90% of FS is 2.949V */ Set the input’s offset register to zero gain_result = 0h; /* Working register for gain calculation */ CLAMP = FFF8h; /* This is the max ADC value*/ For n = 15 down to 0 begin gain_result = gain_result + 2n; Write gain_result to the input’s gain register; Force the 90% FS input (2.949V); Meas2= ADC result from DS1870; If Meas2 ≥ CLAMP Then gain_result = gain_result - 2n; Else Force the null input (0.5V) Meas1 = ADC result from DS1870 If [(Meas2-Meas1)>(CNT2-CNT1)] Then gain_result = gain_result - 2n; end; Write gain_result to the input’s gain register; The gain register is now set and the resolution of the conversion matches the expected LSB. Customers requiring non-zero null values (e.g., 0.5V) must next calibrate the input’s offset. If the desired null value is 0V, leave the offset register programmed to 0000h and skip this step. To calibrate the offset register, program the gain regis- ter with the gain_result value determined above. Next, force the null input voltage (0.5V for the example) and read the digital result from the part (Meas1). The offset value can be calculated using the following formula: Temperature-Monitor Offset Calibration The DS1870’s temperature sensor comes precalibrated and requires no further adjustment by the customer for proper operation. However, it is possible for customers to characterize their system and add a fixed offset to the DS1870’s temperature reading so it is reflective of another location’s temperature. This is not required for biasing because the temperature offset can be accounted for by adjusting the data’s location in the LUTs, but this feature is available for customers who see application benefits. To change the temperature sensor’s offset: write the temperature offset register to 0000h, measure the source reference temperature (Tref), and read the tem- perature from the DS1870 (TDS1870). Then, the follow- ing formula can be used to calculate the value for the temperature offset register. Once the value is calculated, write it to the temperature offset register. Power-Up and Low-Voltage Operation During power-up, the device is inactive until VCC exceeds the digital power-on-reset voltage (VPOD). At this voltage, the digital circuitry, which includes the I2C- compatible interface, becomes functional. However, EEPROM-backed registers/settings cannot be internally read (recalled) until VCC exceeds the analog power-on reset (VPOA), at which time the remainder or the device becomes fully functional. Once VCC exceeds VPOA, the Rdyb bit in byte 74h is timed to go from a 1 to a 0 and indicates when ADC conversions begin. If VCC ever dips below VPOA, the Rdyb bit reads as a 1 again. Once a device exceeds VPOA and the EEPROM is recalled, the values remain active (recalled) until VCC falls below VPOD. TempOffset T T XOR BB h ref DS bitwise =× − + − () () 64 275 40 1870 Offset Meas = − × 1 1 4 |
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