Numerical Study on the Condensation Length of Binary Zeotropic Mixtures
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1 1 Numerical Study on the Condensation Length of Binary Zeotropic Mixtures Han Deng, Maria Fernandino, Carlos A. Dorao 3rd Trondheim Gas Technology Conference 4 5 June, 2014 Trondheim, Norway 3rd Trondheim Gas Technology Conference
2 2 Outline Introduction Heat and mass transfer during mixtures condensation Equilibrium models Non-equilibrium models Results Conclusions
3 3 Motivation The study of the two-phase condensation region is important for the design of heat exchangers. The condensation process of binary mixtures is more complicated than that of the single component fluid.
4 4 Heat and Mass Transfer during Mixture Condensation different from pure fluid Concentration shift Non-isothermal Phase equilibrium diagram for R134a and R123 at MPa
5 5 Heat and Mass Transfer during Mixture Condensation Resistances In practice, the process is more complicated. Concentration: Yi > YV, XL < Xi Temperature: TL < Ti < TV
6 6 Definitions in this work Equilibrium vs. non-equilibrium models Equilibrium: no mass transfer resistance example: Silver [1] and Bell & Ghaly [2] models Non-equilibrium: mass transfer resistance example: film theory, Colburn & Drew [3] Heat and mass transfer resistance The resistance emphasized in the present work is specific to the vapor phase. The mass transfer resistance in the liquid phase is not predominated.
7 7 Overview of the models Resistances considered in each model Model Mass Heat * 4 Common assumptions 1D steady-state model; annular flow.
8 8 Equilibrium models Conservation equations: Mass: vapor liquid Momentum:
9 9 Equilibrium models Heat balance: heat flux: Condensation rate:
10 10 Equilibrium models Heat balance: heat flux: Condensation rate:
11 11 Equilibrium models Heat balance: heat flux: Condensation rate: Sensible heat (Del Col et al. [4])
12 12 Non-equilibrium models Additional conservation equations: Species: Energy:
13 13 Non-equilibrium models Condensation rate of each component Based on film theory and Fick s law, Heat flux Latent: Sensible:
14 14 Summary of the models Model Conservation Eq.s solved Information needed 1 mass, momentum T-C diagram 2 mass, momentum T-C diagram 3 mass, momentum, species 4 mass, momentum, species, energy T-C diagram, diffusivity data T-C diagram, diffusivity data
15 15 Results Study case Mixture: R134a/R /0.651 by mass Inlet pressure: 495 kpa Mass flux: kg/m 2 s Tube: diameter 8.4 mm, horizontal Wall heat flux: interpolated from Kogawa's [5] experimental data with quadratic polynomials
16 16 Results Model Mass Heat 1 2 Heat transfer resistance (without mass transfer effect) L1 L2 L3 L4 3 * 4 Heat transfer resistance (with mass transfer effect)
17 17 Results Model Mass Heat 1 2 Mass transfer resistance (without heat transfer effect) L1 L2 L3 L4 3 * 4 Mass transfer resistance (with heat transfer effect)
18 18 Results Model Mass Heat 1 L1 L2 L3 L4 2 3 * Mass transfer resistance > Heat transfer resistance 4
19 19 Results
20 20 Conclusions The non-equilibrium models give better predictions than the two equilibrium models. The mass transfer resistance in the vapor phase has a significant effect on the condensation length, and it overweighs the influence of heat transfer resistance. The equilibrium models are simpler, computationally cheaper and faster than the non-equilibrium models, but it may underpredict the required length for full condensation. A method that can predict mass and heat transfer accurately and efficiently is highly demanded for the reliable design.
21 21 References [1] L. Silver, Gas cooling with aqueous condensation, Transactions of the Institution of Chemical Engineers 25 (1947) [2] K.J. Bell, M.A. Ghaly, An approximate generalized design method for multicomponent/partial condensers, AIChE Symposium Serie 69 (1973) [3] A.P. Colburn, T.B. Drew, The condensation of mixed vapors. Trans. AIChE 33 (1937) [4] D. Del Col, A. Cavallini, J.R. Thome, Condensation of zeotropic mixtures in horizontal tubes: new simplified heat transfer model based on flow regimes, Journal of Heat Transfer 127 (3) (2005) [5] K. Kogawa, An experimental study on condensation of R134a/R123 mixtures inside horizontal smooth and micro-fin tubes, MS thesis, Kyushu University, Fukuoka, Japan.
22 22 Thank you for your attention!
23 23 Appendix: closure relations Pressure drop model Heat transfer coefficients Mass transfer coefficient
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