Header menu link for other important links
X
1-D semi-analytical modeling and parametric study of a single phase rectangular Coupled Natural Circulation Loop
Akhil Dass,
Published in Elsevier Ltd
2019
Volume: 207
   
Pages: 105 - 129
Abstract
The study of heat exchangers with both the hot and cold fluid sides driven by buoyancy forces is an area of considerable interest due to their inherent passivity and non-existence of moving parts. The current study aims to study such heat exchange devices employing the basic Coupled Natural Circulation Loop (CNCL) systems. A one dimensional (1-D) Fourier series based semi-analytical model of the basic CNCL system is proposed. A 3-D CFD validation is performed to validate the developed 1-D model. The non-dimensional numbers such as Grashof number, Fourier number, Stanton number and Reynolds number, which determine the system behavior are identified and a detailed parametric study is performed. Both vertical and horizontal CNCL systems are considered along with the parallel and counter flow configurations. The heater-cooler location greatly influences the behavior of CNCL system. The vertical CNCL always exhibits counter flow configuration whereas the horizontal CNCL system may exhibit parallel or counter flow arrangement depending on the heater-cooler location and initial flow conditions. © 2019 Elsevier Ltd
About the journal
JournalData powered by TypesetChemical Engineering Science
PublisherData powered by TypesetElsevier Ltd
ISSN00092509
Open AccessYes
Concepts (15)
  •  related image
    Analytical models
  •  related image
    Cooling systems
  •  related image
    Fourier series
  •  related image
    Heat exchangers
  •  related image
    Natural convection
  •  related image
    Reynolds number
  •  related image
    Buoyancy forces
  •  related image
    CFD VALIDATIONS
  •  related image
    COUNTER FLOW ARRANGEMENT
  •  related image
    Coupled systems
  •  related image
    Natural circulation loop
  •  related image
    Parametric study
  •  related image
    Semi-analytical model
  •  related image
    SYSTEM BEHAVIORS
  •  related image
    Computational fluid dynamics