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研究生: Teshome Bekele Dagne
Teshome Bekele Dagne
論文名稱: Multiple-objective optimization model for thermal comfort and energy conservation of air conditioning systems against uncertainty
Multiple-objective optimization model for thermal comfort and energy conservation of air conditioning systems against uncertainty
指導教授: 王孔政
口試委員: Ming-Huang Chiang
Ming-Shiow Lo
學位類別: 博士
Doctor
系所名稱: 管理學院 - 工業管理系
Department of Industrial Management
論文出版年: 2022
畢業學年度: 110
語文別: 英文
論文頁數: 98
中文關鍵詞: Air conditioning systembi-layer stochastic optimizationmodel-based controlmulti-objective whale optimization algorithmuncertainties
外文關鍵詞: Air conditioning system, bi-layer stochastic optimization, model-based control, multi-objective whale optimization algorithm, uncertainties
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Building air condition and mechanical ventilation (ACMV) systems which provide cooling operations suffers from the balance between thermal comfort (TC) and energy consumption (EC). This dissertation proposes a bilayer stochastic multi-objective optimization model that addresses the TC and EC trade-off by maximizing TC in the upper layer. The lower layer can help the ACMV system operate at an optimal frequency to reduce EC. To simultaneously determine the optimal TC and EC, the model is solved using an artificial neural network coupled with a multi-objective whale optimization algorithm. The contribution and novelty of this study pivots on proposing the joint optimal operating condition for TC and component operating frequencies for the energy conservation of the ACMV system. The present model successfully built and resolved the difficulties of the ACMV system against outdoor and indoor uncertainty in a building.


Building air condition and mechanical ventilation (ACMV) systems which provide cooling operations suffers from the balance between thermal comfort (TC) and energy consumption (EC). This dissertation proposes a bilayer stochastic multi-objective optimization model that addresses the TC and EC trade-off by maximizing TC in the upper layer. The lower layer can help the ACMV system operate at an optimal frequency to reduce EC. To simultaneously determine the optimal TC and EC, the model is solved using an artificial neural network coupled with a multi-objective whale optimization algorithm. The contribution and novelty of this study pivots on proposing the joint optimal operating condition for TC and component operating frequencies for the energy conservation of the ACMV system. The present model successfully built and resolved the difficulties of the ACMV system against outdoor and indoor uncertainty in a building.

Abstract I Acknowledgment II Content of Table VII Content of Figure VIII Nomenclature X Chapter 1: Introduction 1 1.1. Research background and motivation 1 1.2. Research contribution and outline 3 Chapter 2: Literature review 5 2.1. Thermal comfort prediction 5 2.2. Energy consumption models 5 2.3. ACMV system 6 2.4. Collective consideration of comfort, performance and energy 7 2.5. Solution algorithms for ACMV system 7 2.6. Research gaps and opportunities 9 Chapter 3: Balancing thermal comfort and energy conservation– A multi-objective optimization model for controlling air-condition and mechanical ventilation systems 10 3.1. Nature of the problem of balancing thermal comfort and energy conservation 10 3.2. Modeling of energy conservation and thermal comfort 11 3.2.1. Modeling of energy conservation 12 3.2.2. Modelling of thermal comfort 15 3.3. Proposed multi-objective optimization modeling 17 3.3.1. Modelling 17 3.3.2. Solution method of the proposed optimization model 18 3.4. Implementation and experiment 21 3.4.1. Implementation setting 21 3.4.2. Data collection 23 3.4.3. ANN training 25 3.4.4. Model validation 25 3.5. Experiment and discussion for TC and EC 26 3.5.1. Impact of individual operating variable on PMV and EC 26 3.5.2. Combined impact of operating variables on PMV and EC 29 3.5.3. Pareto frontier for multi-objectives 30 3.5.4. Benchmark with other solution algorithms for multiple-objective 32 3.6. Summary of the chapter 33 Chapter 4: Bilayer multi-objective optimization model for thermal comfort and energy conservation in smart building 34 4.1. Nature of the problem of bilayer multi-objectives 34 4.2. Mathematical modelling of objective function 37 4.3. Bilayer multi-objective optimization modeling 38 4.3.1. Upper layer: HRC based operation 38 4.3.2. Lower layer: ACMV system operation 39 4.3.3. Bilayer multi-objective optimization process 39 4.4. Pareto frontier for bilayer multi-objectives 40 4.5. Benchmark with other solution algorithms for bilayer multiple-objective 41 4.6. Summary of Chapter 42 Chapter 5: Bilayer stochastic multi-objective optimization model for thermal comfort and energy conservation in smart building 43 5.1. Nature of the problem of bilayer stochastic multi-objectives 43 5.2. Bilayer stochastic multi-objective optimization modeling 44 5.3. Solution method 47 5.4. Proposed SAA solution algorithm method based on Monte Carlo approach 49 5.5. Pareto frontier for bilayer stochastic multi-objectives 51 5.6. Sensitivity analysis of bilayer stochastic multi-objectives 51 5.7. Benchmark with other solution algorithms for bilayer stochastic multiple-objective 52 5.8. Summary of Chapter 53 Chapter 6: An adaptive indoor temperature control algorithm based on thermal comfort and occupant performance for energy conservation 54 6.1. Proposed indoor temperature setting framework 54 6.2. Thermal comfort and performance modelling for occupant 56 6.2.1. Thermal comfort modelling for occupant 56 6.2.2. Performance modelling for occupant 57 6.3. Proposed solution algorithms 57 6.4. Implementation of the proposed model in a human-robot collaborative scenario 60 6.5. Experiment and discussion 60 6.5.1. Empirical formula of PPD by temperature 60 6.5.2. Empirical formula of occupant performance as a function of temperature 61 6.5.3. Energy saving analysis 65 6.6. SSummary of the chapter 66 Chapter 7: Conclusions 67 7.1. Conclusion and research outcomes 67 7.2. Contribution of the study 67 7.3. Limitation and future research 69 Appendix 1. Performance of ANN models for PMV and EC 70 Appendix 2: Robot speed profile based on thermal changes 72 Appendix 3: Example of data set for bilayer stochastic analysis model 72 Appendix 4: Optimal result for 4 scenario by MOWOA for ACMV system 74 Appendix 5: Experimental data for adaptive temperature control 75 References 76 Author’s resume 85

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