Time drift compensation of the electronic balance during the measurement of liquid crystal density

摘要

A novel method for compensating the noise of the electronic balance used in lengthy experiments, such as studying the temperature dependence of liquid crystal density, is presented. It is shown, by numerical simulation of density measurement that the method can reduce both drift and random noise errors. This is accomplished using a stepwise temperature ramp and using arctangent type functions as basis vectors for modeling the signal variations whose coefficients are determined by numerical regression at every temperature step. Drift is derived from the overall deviation from the modeled signal and noise is reduced by the averaging effect of the numerical regression. The simulations show that in the considered case the proposed drift compensation method can give more accurate results than traditional methods. From the point of view of signal processing, the method resembles a numerical lock-in amplifier method, but as opposed to that, it uses a non-cyclic stepwise signal modulation.