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Simplified numerical simulation to obtain heat transfer correlations for stirred yoghurt in a plate heat exchanger

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Resumo:In the present work a numerical investigation was conducted in order to obtain correlations for the determination of convective heat transfer coefficients of stirred yoghurt during the cooling stage in a plate heat exchanger, taking into account its rheological features. The main simplification in the simulation method was the assumption of bi-dimensional flow in a flat plate geometry. By combining the resulting theoretical equations for a flat geometry with the geometric parameters usually defined for corrugated parameters (aspect ratio, hydraulic diameter), correlations for the convective coefficients were obtained that compare well to the experimental ones. This simplified and much faster simulation methodology proved to be appropriate for highly viscous, low Reynolds number flow situations.
Autores principais:Afonso, I. M.
Outros Autores:Cruz, P.; Maia, J. M.; Melo, L. F.
Assunto:Plate heat exchanger Stirred yoghurt Parallel plates geometry Numerical simulation
Ano:2008
País:Portugal
Tipo de documento:artigo
Tipo de acesso:acesso restrito
Instituição associada:Universidade do Minho
Idioma:inglês
Origem:RepositóriUM - Universidade do Minho
Descrição
Resumo:In the present work a numerical investigation was conducted in order to obtain correlations for the determination of convective heat transfer coefficients of stirred yoghurt during the cooling stage in a plate heat exchanger, taking into account its rheological features. The main simplification in the simulation method was the assumption of bi-dimensional flow in a flat plate geometry. By combining the resulting theoretical equations for a flat geometry with the geometric parameters usually defined for corrugated parameters (aspect ratio, hydraulic diameter), correlations for the convective coefficients were obtained that compare well to the experimental ones. This simplified and much faster simulation methodology proved to be appropriate for highly viscous, low Reynolds number flow situations.