TED-AJ03-247 CONTROLLABILITY OF CONDUCTIVE-CONVECTIVE SYSTEMS

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概要

• 論文の詳細を見る

• The operation of thermal equipment for variable thermal loads is usually controlled by manipulating mass flow rates or temperatures. The present is a fundamental study of the basic issues regarding the controllability of such systems. This is a concept that is very useful from both theoretical and practical perspectives since is tells us if a particular output can be controlled by a particular input. The theory is applied to the mathematical model representing a one-dimensional conduction-convection system with an adiabatic boundary condition at one end and an inhomogeneous boundary condition at the other. The controllability of this system will be studied in two different ways, first by a finite-dimensional state-space approximation of the equations, the second by treating the problem as an infinite-dimensional system. The effect of manipulating the boundary condition and ambient temperature on the controllability of the system is investigated. Finally, a necessary and sufficient condition for system and output controllability is indicated.

• 一般社団法人日本機械学会の論文

著者

• Yang K.

  Hydronics Laboratory Department Of Aerospace And Mechanical Engineering University Of Notre Dame

• Alotaibi Sorour

  Hydronics Laboratory Department of Aerospace and Mechanical Engineering University of Notre Dame

• Sen Mihir

  Hydronics Laboratory Department of Aerospace and Mechanical Engineering University of Notre Dame

• Goodwine Bill

  Hydronics Laboratory Department of Aerospace and Mechanical Engineering University of Notre Dame

関連論文

• TED-AJ03-247 CONTROLLABILITY OF CONDUCTIVE-CONVECTIVE SYSTEMS
• TED-AJ03-239 OPTIMIZATION OF CONTROL HARDWARE PLACEMENT IN A THERMAL-HYDRAULIC NETWORK

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