A general dynamic simulation model for evaporators and condensers
in refrigeration. Part I: moving-boundary formulation of two-phase
flows with heat exchange
M. Willatzen, N. Pettit, und L. Ploug-Sorensen. International Journal of Refrigeration-Revue Internationale Du Froid, 21 (5):
398-403(August 1998)Times Cited: 0 English Article 101DZ INT J REFRIG.
Zusammenfassung
A mathematical model describing the transient phenomena of two- phase
flow heat exchangers is presented. Based on the one- dimensional
partial-differential equations representing mass and energy conservation
(leaving out momentum equations assuming pressure drops to be negligible)
and a tube-wall energy equation, a simpler set of ordinary-differential
equations is formulated by integrating separately over the three
zones (liquid, two-phase, and vapor) generally present in a heat
exchanger. Special attention is given to the study of large transients
induced by on/off control of vapor-compression cooling systems. (C)
1998 Elsevier Science Ltd and IIR. All rights reserved.
International Journal of Refrigeration-Revue Internationale Du Froid
Nummer
5
Seiten
398-403
Band
21
shorttitle
A general dynamic simulation model for evaporators and condensers
in refrigeration. Part I: moving-boundary formulation of two-phase
flows with heat exchange
%0 Journal Article
%1 Willatzen1998
%A Willatzen, M.
%A Pettit, Nbol
%A Ploug-Sorensen, L.
%D 1998
%J International Journal of Refrigeration-Revue Internationale Du Froid
%K condenser; evaporator; exchange; heat model; performance
%N 5
%P 398-403
%T A general dynamic simulation model for evaporators and condensers
in refrigeration. Part I: moving-boundary formulation of two-phase
flows with heat exchange
%U <Go to ISI>://000074855500006
%V 21
%X A mathematical model describing the transient phenomena of two- phase
flow heat exchangers is presented. Based on the one- dimensional
partial-differential equations representing mass and energy conservation
(leaving out momentum equations assuming pressure drops to be negligible)
and a tube-wall energy equation, a simpler set of ordinary-differential
equations is formulated by integrating separately over the three
zones (liquid, two-phase, and vapor) generally present in a heat
exchanger. Special attention is given to the study of large transients
induced by on/off control of vapor-compression cooling systems. (C)
1998 Elsevier Science Ltd and IIR. All rights reserved.
@article{Willatzen1998,
abstract = {A mathematical model describing the transient phenomena of two- phase
flow heat exchangers is presented. Based on the one- dimensional
partial-differential equations representing mass and energy conservation
(leaving out momentum equations assuming pressure drops to be negligible)
and a tube-wall energy equation, a simpler set of ordinary-differential
equations is formulated by integrating separately over the three
zones (liquid, two-phase, and vapor) generally present in a heat
exchanger. Special attention is given to the study of large transients
induced by on/off control of vapor-compression cooling systems. (C)
1998 Elsevier Science Ltd and IIR. All rights reserved.},
added-at = {2007-11-22T09:11:49.000+0100},
author = {Willatzen, M. and Pettit, Nbol and Ploug-Sorensen, L.},
biburl = {https://www.bibsonomy.org/bibtex/2a5fb56f2a56f24f39d3cabcf3c94de97/tboehme},
endnotereftype = {Journal Article},
interhash = {3155159523563f0598d6ac3474fa77f6},
intrahash = {a5fb56f2a56f24f39d3cabcf3c94de97},
journal = {International Journal of Refrigeration-Revue Internationale Du Froid},
keywords = {condenser; evaporator; exchange; heat model; performance},
month = Aug,
note = {Times Cited: 0 English Article 101DZ INT J REFRIG},
number = 5,
pages = {398-403},
shorttitle = {A general dynamic simulation model for evaporators and condensers
in refrigeration. Part I: moving-boundary formulation of two-phase
flows with heat exchange},
timestamp = {2007-11-22T09:12:09.000+0100},
title = {A general dynamic simulation model for evaporators and condensers
in refrigeration. Part I: moving-boundary formulation of two-phase
flows with heat exchange},
url = {<Go to ISI>://000074855500006},
volume = 21,
year = 1998
}