Abstract

This paper presents a lossy capacitance measuring circuit which is based on analog lock-in detection technique. Lossy capacitance can be modelled as a pure capacitor connected in parallel with a resistor. The measurement circuit mechanism consists of an excitation signal to drive the lossy capacitance, a transimpedance amplifier to produce a voltage, and a lock-in detection circuit to extract lossy values of capacitance. The lock-in detector multiplies its input with a square wave using switches and filters out high frequencies to give a DC output that is actually in proportional to the measured values. A field programmable gate array is employed to generate direct digital synthesis based sinusoidal excitation signal to generate reference signals required for demodulation and to measure the output of lock-in detection. The phase shift between the excitation signal and reference signals is controlled accurately in digital domain. Thus, due to the phase mismatch, errors are properly reduced. Also, analog phase shifter and analog switch-driving circuits are no longer required. Three different lossy capacitors realized using discrete components are simulated and tested. The maximum relative error is 1.62 % for the resistance measurement and 6.38 % for the capacitance measurement.

Highlights

  • Capacitance measuring based sensing is an efficient method to detect many real-world parameters [1]

  • The designed low-pass filter (LPF) performs to find the average value of the output of multiplication circuit which consists of a DC value plus high frequency components

  • The purpose of this study is to design, simulate, and experimentally test a lossy capacitance measuring circuit consisting of a digital signal processing platform and analog circuit elements

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Summary

INTRODUCTION

Capacitance measuring based sensing is an efficient method to detect many real-world parameters [1]. Driving the lossy capacitance with an AC voltage source creates a current which flows through Rx and Cx. A transimpedance amplifier (TIA) consisting of an op-amp and a feedback resistor converts this current into voltage. A transimpedance amplifier (TIA) consisting of an op-amp and a feedback resistor converts this current into voltage This voltage value contains information regarding the unknown resistance and capacitance. Multiplication operation multiplies the input signal with +1 or -1 depending upon the positions of analog switches which are controlled by reference signals. The output of the multiplication is followed by a LPF that determines the DC level of the multiplied signal [20] This DC output signal can be expressed as a function of unknown capacitance and resistance plus known parameters of the overall circuit. Unknown resistance and capacitor parameters can be calculated numerically after measuring the DC level

THE CIRCUIT DESCRIPTION
THEORETICAL ANALYSIS
COMPUTER-BASED ANALYSIS
Signal Generation Simulations
EXPERIMENTAL ANALYSIS
Findings
CONCLUSIONS
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