Outliers detection method using clustering in buildings data

Usman Habib, Gerhard Zucker, Max Blöchle, Florian Judex, Jan Haase

Research output: Chapter in Book or Conference ProceedingsConference Proceedings without Presentation

Abstract

To achieve energy efficiency in buildings, a lot of raw data is recorded, during the operation of buildings. This recorded raw data is further used for the analysis of the performance of buildings and its different components e.g. Heating, Ventilation and Air-Conditioning (HVAC). To save time and energy it is required to ensure resilience of the data by detecting and replacing outliers (i.e. data samples that are not plausible) in the data before detailed analysis. This paper discusses the steps involved for detecting outliers in the data obtained from absorption chiller using their On/Off state information. It also proposes a method for automatic detection of On/Off and/or Missing Data status of the chiller. The technique uses two layer K-Means clustering for detecting On/Off as well as Missing Data state of the chiller. After automatic detection of the chiller On/Off cycle, a method for outlier detection is proposed using Z-Score normalization based on the On/Off cycle state of chillers and clustering outliers by Expectation Maximization clustering algorithm. Moreover, the results of filling the missing values with regression and linear interpolation for short and long periods are elaborated. All proposed methods are applied to real building data and the results are discussed.
Original languageEnglish
Title of host publicationIECON 2015 - 41st Annual Conference of the IEEE 2015
Number of pages7
Publication statusPublished - 2015

Research Field

  • Former Research Field - Energy

Keywords

  • adsorption chillers; physical rules; K-Means Clustering Algorithm; Outliers; Z-Score Normalization; Expectation Maximization Clustering Algorithm (EM); Heating
  • Ventilation and Air-Conditioning(HVAC); Fault detection and diagnosis (FDD);

Fingerprint

Dive into the research topics of 'Outliers detection method using clustering in buildings data'. Together they form a unique fingerprint.

Cite this