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OPA607 Datasheet(PDF) 13 Page - Texas Instruments |
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OPA607 Datasheet(HTML) 13 Page - Texas Instruments |
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13 / 28 page ![]() Input RMS voltage (V) 20 30 40 50 60 70 80 90 100 100P 1m 10m 100m D001 50 dB Gain 33 dB Gain Frequency (Hz) -50 -40 -30 -20 -10 0 10 20 30 40 50 60 100 1k 10k 100k 1M 10M D005 Gain setting = 33 dB Gain setting = 50 dB 13 OPAX607 www.ti.com SBOS981B – OCTOBER 2019 – REVISED FEBRUARY 2020 Product Folder Links: OPAX607 Submit Documentation Feedback Copyright © 2019–2020, Texas Instruments Incorporated The signal chain discussed here, is with a signal frequency at 200 kHz. The signal chain can be tweaked to support lower frequencies with an appropriate tuning of the band-pass filter. Because the reflected signal amplitude varies based on the distance of the reflecting object, one of the prime challenges in a design is to have a wide dynamic range. To achieve a SNR of greater than 40 dB for signals from 300 uVrms to 30 mV, a variable-gain front-end stage based on the OPAX607 was chosen. The front-end stage has two gain settings: 6 V/V and 31 V/V. The SW (switch, relay, or analog mux) can be dynamically toggled to ensure maximum sensitively to the receiving signal. The OPAX607 proves to be an attractive solution for this front-end signal chain because of the high input impedance of the OPAX607. Besides the high input impedance, the OPAX607 also has very low quiescent current, making the device very suitable for a dense, high-channel-count system. The ultrasonic receive sensors (piezo crystal) have source impedance in the range of a few tens of kilohms. The OPAX607 has an input bias current of 20 pA (maximum). This small bias current results in reduced distortion when compared with a bipolar amplifier with input bias currents in the range of a few hundreds of nano-amperes. The OPAX607 large-gain front-end is followed by a narrowband band-pass filter that is tuned to a 200-kHz center frequency. The narrowband filter is designed using the OPA836,TI's 5-V bipolar family of op amps with excellent bandwidth to IQ ratio. The driving stage of the OPA836 is a low-impedance output of the OPAX607, hence the higher input bias current of the OPA836 is not a cause of concern. The OPA836-based band-pass filter was designed using the techniques mentioned in the Filter Design in Thirty Seconds application report. A 1-µF capacitor is placed in the feedback network of the OPAX607 (as in Figure 4) to reject the DC bias in the received signal since the AC component is of interest in the received signal. The 1-µF capacitor gives the OPAX607 a high-pass response with a low cutoff frequency that ensures any DC signal picked up by the Rx node is filtered and only the AC signal gets gained. Figure 6 shows the frequency response of Figure 4. As shown in Figure 6, the frequency response is a high-Q factor band-pass filter centered around 200 kHz. Designing such a high-Q band-pass filter helps eliminate white band noise along with other interferences present in the circuitry, resulting in a high SNR signal chain. The OPAX607 front-end and the OPA836-based band-pass filter together help achieve a total gain of 33 dB (44 V/V) or 50 dB (316 V/V) based on the SW (switch) position. Assuming the maximum full-scale input (FSR) of a dual supply (±2.5 V) powered ADC to be approximately 2.2 V, the 50-dB gain mode can be used to achieve greater than a 40-dB SNR for signals from 300 µVrms to 5 mVrms. Because the received signal is a sine wave at 5 mVrms, the Vpeak of the 50-dB amplified signal crosses 2.2 V, resulting in a violation of the maximum input range of the following ADC, as per the FSR assumptions. Beyond 5 mV, the 33-dB gain mode is used and helps extend the maximum allowable input voltage from 5 mV to 50 mV. Figure 5 shows the achievable SNR as a function of the input voltage. Figure 5 shows that operating on the 50-dB gain mode is always favorable until the input Vrms voltage nears 5 mV to achieve higher SNR. The SNR value is for the op-amp-based signal chain only. The SNR value of the ADC or fully differential amplifier (FDA) further effects the reported value in Figure 5 and must be vectorially added to arrive at the total signal- chain SNR. 9.2.1.3 Application Curves Figure 5. Signal-Chain SNR vs Input Figure 6. Gain vs Frequency |
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