A High Precision Digital Integrator Based on Gaussian Algorithm
A digital integrator, high-precision technology, applied to instruments, variable measurement arrangements, measurement devices, etc., can solve problems such as poor precision, achieve low sampling frequency, easy design, and reduce costs
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[0027] like figure 1 As shown, a high-precision digital integrator based on Gaussian algorithm includes five parts: high-pass filter 1, analog-to-digital converter 2, microprocessor 3, high-precision clock 4, and digital-to-analog converter 5. The high-pass filter 1 is used to extract and eliminate DC interference in the differential signal, the high-precision clock 4 sends a time signal to the microprocessor 3, and the microprocessor 3 sends a trigger command to the analog-to-digital converter 2 according to the marked time to control the analog-digital The converter 2 performs sampling, and then converts it into a digital signal through the analog-to-digital converter 2, and then sends it to the microprocessor 3. After calculation at point N of one cycle, the microprocessor 3 controls the high-precision clock 4 to clear and enter the next cycle. Sampling is continued or stopped, and the calculated output signal is sent to the digital-to-analog converter 5 to be converted in...
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