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ADT7490ARQZ-R7 Datasheet(PDF) 20 Page - ON Semiconductor |
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ADT7490ARQZ-R7 Datasheet(HTML) 20 Page - ON Semiconductor |
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20 / 75 page ![]() ADT7490 http://onsemi.com 20 switched between I and N1 x I, giving DVBE1, and then between I and N2 x I, giving DVBE2. The temperature can then be calculated using the two DVBE measurements. This method can also cancel the effect of any series resistance on the temperature measurement. The resulting DVBE waveforms are passed through a 65 kHz low−pass filter to remove noise and then to a chopper−stabilized amplifier. This amplifies and rectifies the waveform to produce a dc voltage proportional to DVBE. The ADC digitizes this voltage, and a temperature measurement is produced. To reduce the effects of noise, digital filtering is performed by averaging the results of 16 measurement cycles. The results of remote temperature measurements are stored in 10−bit, twos complement format, as listed in Table 11. The extra resolution for the temperature measurements is held in the Extended Resolution Register 2 (0x77). This gives temperature readings with a resolution of 0.25 °C. Figure 27. Signal Conditioning for Remote Diode Temperature Sensors D+ VDD TO ADC VOUT+ VOUT– REMOTE SENSING TRANSISTOR D– I N1 y I N2 y I IBIAS LPF fC = 65kHz Series Resistance Cancellation Parasitic resistance to the ADT7490 D+ and D− inputs (seen in series with the remote diode) is caused by a variety of factors, including PCB track resistance and track length. This series resistance appears as a temperature offset in the remote sensor’s temperature measurement. This error typically causes a 0.5 °C offset per ohm of parasitic resistance in series with the remote diode. The ADT7490 automatically cancels out the effect of this series resistance on the temperature reading, giving a more accurate result without the need for user characterization of this resistance. The ADT7490 is designed to automatically cancel, typically up to 1.5 k W of resistance. By using an advanced temperature measurement method, this is transparent to the user. This feature allows resistances to be added to the sensor path to produce a filter, allowing the part to be used in noisy environments. Noise Filtering For temperature sensors operating in noisy environments, previous practice was to place a capacitor across the D+ pin and the D− pin to help combat the effects of noise. However, large capacitance affect the accuracy of the temperature measurement, leading to a recommended maximum capacitor value of 1000 pF. This capacitor reduces the noise, but does not eliminate it, which makes using the sensor difficult in a very noisy environment. The ADT7490 has a major advantage over other devices for eliminating the effects of noise on the external sensor. Using the series resistance cancellation feature, a filter can be constructed between the external temperature sensor and the part. The effect of any filter resistance seen in series with the remote sensor is automatically canceled from the temperature result. The construction of a filter allows the ADT7490 and the remote temperature sensor to operate in noisy environments. Figure 28 shows a low−pass RC filter with the following values: R + 100 W,C + 1nF (eq. 3) This filtering reduces both common−mode noise and differential noise. Figure 28. Filter Between Remote Sensor and ADT7490 D+ 1nF 100Ω REMOTE TEMPERATURE SENSOR D– 100Ω Factors Affecting Diode Accuracy Remote Sensing Diode The ADT7490 is designed to work with either substrate transistors built into processors or discrete transistors. Substrate transistors are generally PNP types with the collector connected to the substrate. Discrete types can be either PNP or NPN transistors connected as a diode (base−shorted to the collector). To reduce the error due to variations in both substrate and discrete transistors, a number of factors should be taken into consideration: • The ideality factor, nf, of the transistor is a measure of the deviation of the thermal diode from ideal behavior. The ADT7490 is trimmed for an nf value of 1.008. Use the following equation to calculate the error introduced at a temperature T ( °C) when using a transistor whose nf does not equal 1.008. Refer to the data sheet for the related CPU to obtain the nf values. DT + (nf * 1.008) 1.008 273.15 K ) T (eq. 4) |
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