HVAC&R Research · 2011 · 88 citations · 101 references
ArchitectureArchitectural EngineeringAir ConditioningHvac SystemsVentilationAir Conditioning EquipmentAir Conditioning SystemsBuilding ControlsHeating SystemsRefrigeration SystemsVentilation Control SystemsAdvanced Control StrategiesAir Conditioning Control SystemsAir Conditioning ModelingControl Algorithm DevelopmentHybrid Genetic AlgorithmsIntelligent Ventilation SystemsRefrigeration System ControlsVentilation Control Algorithms
The terms “hard” and “soft” computing/control refer to algorithmic approaches, not to hardware or software components. This article offers a chronological overview of advanced hard‑control strategies for HVAC&R, focusing on hard‑control techniques in Part I of a two‑part series. The review covers hard‑control methods such as PID, optimal, nonlinear, adaptive, and robust control, soft‑control methods like neural networks, fuzzy logic, and genetic algorithms, and hybrid approaches that combine hard and soft techniques. Funding was provided by an Idaho National Laboratory LDRD project; authors include D.
Abstract A chronological overview of the advanced control strategies for heating, ventilation, air-conditioning, and refrigeration (HVAC&R) is presented in this article. The overview focuses on hard-computing or control techniques, such as proportional-integral-derivative, optimal, nonlinear, adaptive, and robust; soft-computing or control techniques, such as neural networks, fuzzy logic, genetic algorithms; and on the fusion or hybrid of hard- and soft-control techniques. Thus, it is to be noted that the terminology “hard” and “soft” computing/control has nothing to do with the “hardware” and “software” that is being generally used. Part I of a two-part series focuses on hard-control strategies, and Part II focuses on soft- and fusion-control in addition to some future directions in HVAC&R research. This overview is not intended to be an exhaustive survey on this topic, and any omission of other works is purely unintentional. Acknowledgment The funding provided for this research activity, performed under subcontract support of a laboratory-directed research and development (LDRD) project focusing on areas of both energy science and national security at the Idaho National Laboratory (INL), Idaho Falls, is gratefully acknowledged. D. Subbaram Naidu, PhD, is Director, School of Engineering. Craig G. Rieger, PhD, is ICIS Distinctive Signature Lead.
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The Mathematical Theory of Optimal Processes
Richard Bellman, L. S. Pontryagin, V. G. Boltyanskiĭ et al. · Econometrica · 1965 · 4.3K citations
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