Abstract

The operation of heating, ventilation, and air conditioning (HVAC) systems is usually disturbed by many uncertainties such as measurement errors, noise, as well as temperature. Thus, this paper proposes a new multiscale interval principal component analysis (MSIPCA)-based machine learning (ML) technique for fault detection and diagnosis (FDD) of uncertain HVAC systems. The main goal of the developed MSIPCA-ML approach is to enhance the diagnosis performance, improve the indoor environment quality, and minimize the energy consumption in uncertain building systems. The model uncertainty is addressed by considering the interval-valued data representation. The performance of the proposed FDD is investigated using sets of synthetic and emulated data extracted under different operating conditions. The presented results confirm the high-efficiency of the developed technique in monitoring uncertain HVAC systems due to the high diagnosis capabilities of the interval feature-based support vector machines and k-nearest neighbors and their ability to distinguish between the different operating modes of the HVAC system.

Highlights

  • The energy demand of the residential and tertiary sector represents half of the total energy consumption where the HVAC systems represent the most energy consuming components (66% of the building’s energy consumption)

  • The accuracy of all these MSIPCAbased combinations are between 97.53% and 100%

  • In this paper, a novel fault detection and diagnosis (FDD) technique was developed for uncertain HVAC systems

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Summary

INTRODUCTION

The energy demand of the residential and tertiary sector represents half of the total energy consumption where the HVAC systems represent the most energy consuming components (66% of the building’s energy consumption). The features extraction and selection requires the building of the system PCA model under normal operating conditions (NOC) This model is applied as a test reference for system monitoring and its identification is based on the estimation of the structure of the process by an eigen-decomposition of the covariance matrix of the training data [20]. More precise monitoring can be obtained by representing the VOLUME 8, 2020 uncertainties in the form of intervals [29], where the PCA for interval-valued data is applied for system feature extraction and selection. This requires an expansion of the monitoring routine to the IPCA model. The obtained results showing the performance of the developed FDD methodology are described in Section IV, while Section V concludes the paper

INTERVAL-VALUED DATA DESCRIPTION
FEATURE EXTRACTION AND SELECTION USING
FEATURE EXTRACTION
INTERVAL-VALUED PCA MODEL IDENTIFICATION
SIMULATION RESULTS
SIMULATED SYNTHETIC DATA
CONCLUSION
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