Abstract
Sensor drift is a major problem in chemical sensors that requires addressing for reliable and accurate detection of chemical analytes. In this paper, we develop a causal convolutional neural network (CNN) with a Discrete Cosine Transform (DCT) layer to estimate the drift signal. In the DCT module, we apply soft-thresholding nonlinearity in the transform domain to denoise the data and obtain a sparse representation of the drift signal. The soft-threshold values are learned during training. Our results show that DCT layer-based CNNs are able to produce a slowly varying baseline drift signal. We train the CNN on synthetic data and test it on real chemical sensor data. Our results show that we can have an accurate and smooth drift estimate even when the observed sensor signal is very noisy.
Highlights
Chemical sensors have been used for detecting and identifying chemical analytes in a wide array of industrial and safety applications [1]
Despite the fact that chemical sensor technology provides practical solutions, sensor responses may degrade with time, resulting in inconsistent results.This phenomenon is known as sensor drift
One particular variant of convolutional neural networks, the temporal convolutional neural network (TCNN), has been shown to outperform recurrent neural networks on many benchmark data sets [12, 13]. This motivates us to employ a TCNN-based framework to address the problem of drift correction in chemical sensor data
Summary
Chemical sensors have been used for detecting and identifying chemical analytes in a wide array of industrial and safety applications [1]. The chemical sensory system becomes unreliable over time, if the sensor drift signal is not properly estimated. One particular variant of convolutional neural networks, the temporal convolutional neural network (TCNN), has been shown to outperform recurrent neural networks on many benchmark data sets [12, 13] This motivates us to employ a TCNN-based framework to address the problem of drift correction in chemical sensor data. Our results show that the the nonlinear denoising and smoothing in transform domain using the DCT-based structure removes the high-frequency features, i.e., induces smoothness in the features and, subsequently, the constructed output baseline drift signal.
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