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ADPD6000 데이터시트(PDF) 32 Page - Analog Devices |
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ADPD6000 데이터시트(HTML) 32 Page - Analog Devices |
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32 / 89 page ![]() Data Sheet ADPD6000 APPLICATIONS INFORMATION analog.com Rev. 0 | 32 of 89 BIA PATH The BIA path in the ADPD6000 can be used to perform 4-wire impedance measurement on the body. This approach uses a high precision, ac voltage source to excite a sensor with a known ac voltage (VAC). To calculate the impedance, measure the current (I) that flows from the unknown impedance (ZUNKOWN) and the voltage across the unknown impedance (VZ_UNKNOWN). Calculate the impedance by using the following equation: ZUNKNOWN =VZ_UNKNOWNI (11) In real-world applications, medical devices must conform to the IEC 60601 standard. This standard limits the amount of dc and ac voltage that can be applied to the human body. In Figure 47, there are discrete isolation capacitors (CISO1, CISO2, CISO3, and CISO4) that ensure no dc voltage occurs across the body. RLIMIT limits the current provided to the sensor to conform to the IEC 60601 standard. RCONTACT represents the resistances of the electrodes connecting to the unknown impedance. Figure 47. BIA Path Diagram As shown in Figure 47, a 4-wire bioimpedance solution requires a precision ac voltage source, a high precision current meter, and a precision differential voltage meter. The ADPD6000 uses a high speed DAC and waveform generator to generate the precision ac voltage. The device uses a high speed, high precision TIA for converting current from the sensor into a voltage measured by the ADC. The TIA channel measures the response current. The ADC converts the current measurement with a 1 MSPS speed. A DFT is performed on the data. The DFT is implemented on the ADPD6000. The number of DFT points is configurable up to 8192. The ADPD6000 calculates the real and imaginary parts, and the host microcontroller calculates the unknown impedance of the sensor. There are a number of discrete components needed in the system to guarantee safety and accuracy. To conform to IEC 60601 standards, limit the amount of ac current entering the human body. The maximum allowable ac current is 500 µA at 50 kHz and 600 µA at 60 kHz. When calculating the RLIMIT resistor value, the maximum output voltage from the ADPD6000 is 0.8 V p-p (0.2828 V rms). Set the maximum allowable ac current to 80% of maximum, or 400 µA rms. The following equation is the result of these values: RLIMIT=0.2828V rms 400μA =707Ω (12) As such, a ~1 kΩ RLIMIT is selected and connected to the EXCP pin on the ADPD6000. This calculation ignores CISOx because of its small size. To conform to IEC 60601 standards, a 10 µA maximum dc current is allowed to enter the human body. In this application, the dc current is guaranteed to be zero due to the addition of isolation capacitors. A value of 0.47 µF is selected for the isolation capaci- tors because 0.47 µF is a sufficiently large capacitance that is also available in small packages suitable for wearable electronics. The ADPD6000 runs the BIA time slot and fills the FIFO with the DFT real and imaginary results for both the voltage and current measurements (four data points in total). The host microcontroller reads the data FIFO and uses the real and imaginary DFT results to calculate the unknown impedance. Calculate the impedance of the sensor by using the following equations: Volage Measurement Magnitude= r2+i2 (13) Voltage Measurement Pℎase=tan−1ir (14) To calculate the impedance, use Ohm’s law by dividing the voltage magnitude by the current magnitude. Convert the current measure- ment value into a voltage using RTIA. This gain must be taken into account. Therefore, the equation to determine the unknown impedance is as follows: ZUNKNOWN =Voltage Magnitude Current Magnitude ×RTIA (15) MULTIMODAL Figure 48 shows the basic design reference schematic for PPG, ECG, and BIA multimodal applications. |
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