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研究生: Ngo Ngoc Tri
Ngo - Ngoc Tri
論文名稱: Smart Grid Data Analytics for Predicting Building Energy Consumption Using Sliding Window Metaheuristic Optimization-based Machine Learning
Smart Grid Data Analytics for Predicting Building Energy Consumption Using Sliding Window Metaheuristic Optimization-based Machine Learning
指導教授: 周瑞生
Jui-Sheng Chou
口試委員: Po-Han Chen
Po-Han Chen
Chien-Cheng Chou
Chien-Cheng Chou
Shu-Chien Hsu
Shu-Chien Hsu
Jing-Ming Guo
Jing-Ming Guo
Yo-Ming Hsieh
Yo-Ming Hsieh
學位類別: 博士
Doctor
系所名稱: 工程學院 - 營建工程系
Department of Civil and Construction Engineering
論文出版年: 2017
畢業學年度: 105
語文別: 英文
論文頁數: 210
中文關鍵詞: smart grid databuilding energy managementenergy savingpattern predictiontime-series data analyticsmetaheuristic optimizationmachine learningleast squares support vector regressionfirefly algorithm.
外文關鍵詞: smart grid data, building energy management, energy saving, pattern prediction, time-series data analytics, metaheuristic optimization, machine learning, least squares support vector regression, firefly algorithm.
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  • The building sector is a major energy consumer, and its share of energy consumption is increasing because of urbanization. Improving building energy efficiency is imperative for reducing energy costs and the environmental impact. This study developed a novel time-series sliding window metaheuristic optimization-based machine learning model for predicting building energy consumption. Real-time data retrieved from a smart grid installed in an experimental building were used to evaluate the efficacy and effectiveness of the proposed model. The proposed model integrates a seasonal autoregressive integrated moving average (SARIMA) model and metaheuristic firefly algorithm-based least squares support vector regression (MetaFA-LSSVR) model. Specifically, the proposed novel time-series forecasting model fits the SARIMA model to linear data components in the first stage, and the MetaFA-LSSVR model captures nonlinear data components in the second stage. The MetaFA is proposed to optimize prediction accuracy of the proposed model. A k-week sliding window approach is used for employing historical data as inputs for the novel time-series forecasting model. The prediction model yielded high and reliable accuracy in 1-day-ahead predictions of building energy consumption, with a total error rate of 1.181% and mean absolute error of 0.026 kWh. Notably, the model demonstrates an improved accuracy rate in the range of 36.8–113.2% relative to those of the linear forecasting model (i.e., SARIMA) and nonlinear forecasting models (i.e., LSSVR and MetaFA-LSSVR). Therefore, end users can further apply the forecasted information to enhance efficiency of energy usage in their buildings, especially during peak times.


    The building sector is a major energy consumer, and its share of energy consumption is increasing because of urbanization. Improving building energy efficiency is imperative for reducing energy costs and the environmental impact. This study developed a novel time-series sliding window metaheuristic optimization-based machine learning model for predicting building energy consumption. Real-time data retrieved from a smart grid installed in an experimental building were used to evaluate the efficacy and effectiveness of the proposed model. The proposed model integrates a seasonal autoregressive integrated moving average (SARIMA) model and metaheuristic firefly algorithm-based least squares support vector regression (MetaFA-LSSVR) model. Specifically, the proposed novel time-series forecasting model fits the SARIMA model to linear data components in the first stage, and the MetaFA-LSSVR model captures nonlinear data components in the second stage. The MetaFA is proposed to optimize prediction accuracy of the proposed model. A k-week sliding window approach is used for employing historical data as inputs for the novel time-series forecasting model. The prediction model yielded high and reliable accuracy in 1-day-ahead predictions of building energy consumption, with a total error rate of 1.181% and mean absolute error of 0.026 kWh. Notably, the model demonstrates an improved accuracy rate in the range of 36.8–113.2% relative to those of the linear forecasting model (i.e., SARIMA) and nonlinear forecasting models (i.e., LSSVR and MetaFA-LSSVR). Therefore, end users can further apply the forecasted information to enhance efficiency of energy usage in their buildings, especially during peak times.

    ABSTRACTi ACKNOWLEDGEMENTSiii TABLE OF CONTENTSiv LIST OF FIGURESviii LIST OF TABLESviii NOMENCLATUREviii CHAPTER 1: INTRODUCTION8 1.1 Research Background and Motivations8 1.2 Research Objectives8 1.3 Research Contributions8 1.4 Research Scope8 1.5 Dissertation Organization8 CHAPTER 2: LITERATURE REVIEW8 2.1 Building Energy Management8 2.2 Time-Series Modeling for Building Energy Consumption8 2.3 Machine Learning for Predicting Building Energy Consumption8 2.4 Swarm Intelligence Algorithms8 2.5 Hybrid Approach-based Prediction Methods8 2.6 Chapter Summary8 CHAPTER 3: RESEARCH METHODOLOGY8 3.1 Overview of Research Methodology8 3.2 Time-Series Metaheuristic Optimization-Based Machine Learning Model8 3.2.1 Time-Series Modeling and Forecasting8 3.2.2. Machine Learning8 3.2.3 Nature-Inspired Metaheuristic Optimization Algorithm8 3.2.4 Performance Measures for Prediction Model8 3.3. Model Development Environment8 3.3.1 Programming Languages8 3.3.2 Database Management Tools8 3.3.3 Task Scheduler8 CHAPTER 4: SMART GRID EXPERIMENT AND MODEL DEVELOPMENT8 4.1 Residential Building for Smart Grid Experiment8 4.2 Smart Grid Metering Infrastructure8 4.2.1 Metering and Sub-metering Infrastructure8 4.2.2 Communication Network8 4.2.3 Data management Infrastructure8 4.3 Data Collection and Preprocessiing8 4.4 Prediction Model Development8 CHAPTER 5: MODEL EVALUATION AND APPLICATION8 5.1 Prediction Model Settings8 5.2 Sensitivity Analysis8 5.3 Evaluation Results and Discussion8 5.4 Model Application8 5.4.1. Model Compilation8 5.4.2. Application Demostration8 CHAPTER 6: CONCLUSIONS AND RECOMMENDATIONS8 6.1 Concluding Remarks8 6.2 Research Contributions8 6.3 Future Works8 REFERENCES8 APPENDIX8 Appendix A. Used Hardware and Software for Model Development8 Appendix B. MATLAB Codes of MetaFA for Solving Benchmark Functions8 Appendix C. An Example of 1-Week Historical Data in “input” Table8 Appendix D. Results of Sensitivity Analysis8 D.1. Performance Measures of Sensitive Analysis 1 for Test Data8 D.2. Performance Measures of Sensitive Analysis 2 for Test Data8 Appendix E. Actual and Predicted Energy Consumption for Seven Evaluations8 Appendix F. MySQL Procedure Codes for Converting 1-minute Data to 15-minute Data8 F.1 Input_Insert_Procedure_Monday_July208 F.2 Input_Insert_Procedure_Tuesday_July218 F.3 Input_Insert_Procedure_Wednesday_July228 F.4 Input_Insert_Procedure_Thursday_July238 F.5 Input_Insert_Procedure_Friday_July248 F.6 Input_Insert_Procedure_Saturday_July258 F.7 Input_Insert_Procedure_Sunday_July268 Appendix G. MABLAB Codes of SARIMA-MetaFA-LSSVR Model8 G.1 MABLAD Codes of SARIMA-MetaFA-LSSVR model for Evaluation8 G.2 MATLAB Codes of SARIMA-MetaFA-LSSVR Model for Forecasting8 G.3 Procedure in SARIMA-MetaFA-LSSVR Model8 Appendix H. C# Codes in Visual Studio for Compiling Automated Prediction System8

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