Study on liquid–liquid two-phase flow and heat transfer characteristics in a randomly rough microchannel

Songzhen TANG, Hang ZHANG, Muqiao ZHANG, Ming GUO

Journal of Tsinghua University(Science and Technology) ›› 2026, Vol. 66 ›› Issue (8) : 1704-1714.

PDF(3876 KB)
PDF(3876 KB)
Journal of Tsinghua University(Science and Technology) ›› 2026, Vol. 66 ›› Issue (8) : 1704-1714. DOI: 10.16511/j.cnki.qhdxxb.2026.28.022
Thermal Engineering

Study on liquid–liquid two-phase flow and heat transfer characteristics in a randomly rough microchannel

Author information +
History +

Abstract

Objective: With the rapid development of high-power electronic devices, microchannel thermal management systems have attracted widespread attention due to their high efficiency and compact structure. They are also widely used in digital polymerase chain reaction chips, fuel cells, and pharmaceutical microreactors. Owing to the multiphase flow in microchannels, such systems exhibit outstanding heat transfer performance. In particular, liquid–liquid slug flows achieve Nusselt numbers that are 400% higher than those of single-phase flows with better flow stability. However, manufacturing roughness inevitably and substantially changes the actual complex flow patterns and heat transfer characteristics. Most previous studies adopted ideal smooth-wall assumptions, thereby ignoring the effects of actual surface roughness on liquid–liquid slug flows and the coupled thermal behaviors of such flows in real-world applications. This study aims to systematically explore how random wall roughness affects slug flow dynamics and heat transfer in small-diameter co-flow microchannels, clarify the influence of key roughness parameters (including relative height and correlation length), and further reveal the underlying mechanisms to support effective engineering design and optimization of microchannel-based thermal management devices. Methods: A two-dimensional axisymmetric numerical model was built in Fluent using the fixed reference frame and the volume-of-fluid interface-capturing method. The continuous surface force model was used to simulate interfacial tension, and the pressure implicit with splitting of operator (PISO) algorithm was adopted for pressure–velocity coupling. Random wall roughness was generated via a Gaussian distribution approach to mimic real machining errors. Grid independence and model reliability were verified by comparing simulation results with published experimental data on flow velocity, liquid film thickness, and Nusselt number. Toluene and water were used as working fluids with equal superficial velocities of 0.125 m/s, and a constant heat flux of 50 kW/m2 was applied to the channel wall. A fast Fourier transform was adopted to analyze the slug generation frequency. The flow velocity field, slug movement characteristics, temperature distribution, and heat transfer performance under different roughness parameters were systematically studied. Results: Rough walls reduce the effective flow area and increase the internal flow velocity significantly. The maximum slug generation frequency in rough channels was 16.3% higher than that in smooth channels. The developed wall area of rough surfaces was up to 30% larger than that of smooth walls, greatly enhancing the heat transfer interface. The wall temperature and average fluid temperature were notably higher in rough microchannels. Roughness height has a more prominent effect on flow and heat transfer than correlation length, whose influence saturates when the roughness distribution reaches a certain density. Slugs in rough channels travel at least 6% farther than those in smooth channels over the period of 6.0–26.5 ms, and the heat transfer coefficient increases by up to 12% as roughness height increases. Conclusions: Random wall roughness accelerates slug formation and enhances heat transfer by narrowing the flow area and disturbing the near-wall flow field. Roughness height plays a dominant role in regulating flow and thermal performance, while correlation length has a limited and saturable effect. These findings provide clear theoretical support and practical guidance for the design and optimization of microchannel thermal management devices and can guide the formulation of reasonable machining tolerance standards to balance manufacturing cost and thermal performance. Furthermore, the findings can help in properly controlling surface roughness to achieve better thermal efficiency in real industrial applications, laying the foundation for further research on roughness-optimized microchannel structures.

Key words

co-flowing microchannel / random wall roughness / liquid–liquid slug flow / heat transfer

Cite this article

Download Citations
Songzhen TANG , Hang ZHANG , Muqiao ZHANG , et al. Study on liquid–liquid two-phase flow and heat transfer characteristics in a randomly rough microchannel[J]. Journal of Tsinghua University(Science and Technology). 2026, 66(8): 1704-1714 https://doi.org/10.16511/j.cnki.qhdxxb.2026.28.022

References

1
GUPTA R, FLETCHER D F, HAYNES B S. Taylor flow in microchannels: A review of experimental and computational work[J]. The Journal of Computational Multiphase Flows, 2010, 2(1): 1- 31.
2
ANGELI P, GAVRIILIDIS A. Hydrodynamics of taylor flow in small channels: A review[J]. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science, 2008, 222(5): 737- 751.
3
TAN Z J, SHI H H, ZHENG Y, et al. Application of microreactor constructed with micro-mixing channel featuring 3D lateral secondary flow structure for ultra-small particle size preparation of magnetic chitosan nanodrug carriers[J]. Chemical Engineering Journal, 2024, 499, 156040.
4
LI Y, LIU Y, LIANG Q, et al. Design and performance evaluation of an air-cooled PEMFC stack with metallic bipolar plates[J]. International Journal of Hydrogen Energy, 2024, 60, 324- 332.
5
SHAHBAZALI E, HESSEL V, NOËL T, et al. Metallic nanoparticles made in flow and their catalytic applications in organic synthesis[J]. Nanotechnology Reviews, 2013, 3(1): 65- 86.
6
HUANG H, DU TOIT H, BEN-JABER S, et al. Rapid synthesis of gold nanoparticles with carbon monoxide in a microfluidic segmented flow system[J]. Reaction Chemistry & Engineering, 2019, 4(5): 884- 890.
7
LV Y G, WANG Y T, MENG T, et al. Review on thermal management technologies for electronics in spacecraft environment[J]. Energy Storage and Saving, 2024, 3(3): 153- 189.
8
TALIMI V, MUZYCHKA Y S, KOCABIYIK S. A review on numerical studies of slug flow hydrodynamics and heat transfer in microtubes and microchannels[J]. International Journal of Multiphase Flow, 2012, 39, 88- 104.
9
WANG C L, TIAN M C, ZHANG G M, et al. Experimental analysis on the heat transfer performance of gas-liquid Taylor flow in a square microchannel[J]. Applied Thermal Engineering, 2023, 228, 120537.
10
WANG C L, TIAN M C, ZHANG J Z, et al. Numerical study on pressure drop and heat transfer characteristics of gas-liquid Taylor flow in a microchannel based on FFR method[J]. International Communications in Heat and Mass Transfer, 2020, 117, 104802.
11
BANDARA T, NGUYEN N T, ROSENGARTEN G. Slug flow heat transfer without phase change in microchannels: A review[J]. Chemical Engineering Science, 2015, 126, 283- 295.
12
AVESAR J, ARYE T B, LEVENBERG S. Frontier microfluidic techniques for short and long-term single cell analysis[J]. Lab Chip, 2014, 14(13): 2161- 2167.
13
ABDOLLAHI A, NORRIS S E, SHARMA R N. Heat transfer measurement techniques in microchannels for single and two-phase Taylor flow[J]. Applied Thermal Engineering, 2019, 162, 114280.
14
HETSRONI G, MOSYAK A, POGREBNYAK E, et al. Fluid flow in micro-channels[J]. International Journal of Heat and Mass Transfer, 2005, 48(10): 1982- 1998.
15
AUSSILLOUS P, QUÉRÉ D. Quick deposition of a fluid on the wall of a tube[J]. Physics of Fluids, 2000, 12(10): 2367- 2371.
16
GU L R, CHEN L, YANG Q R, et al. Topology optimization of convective heat transfer in microchannels under different working modes[J]. Applied Thermal Engineering, 2025, 269, 126049.
17
CHENG X, WU J J. Geometry-metrics-dependent flow boiling characteristics in rectangular microchannels[J]. International Journal of Heat and Mass Transfer, 2024, 218, 124733.
18
KOKATE R, PARK C. Experimental analysis of subcooled flow boiling in a microchannel evaporator of a pumped two-phase loop[J]. Applied Thermal Engineering, 2024, 249, 123154.
19
LI W, LI T W, LIN Y H, et al. Numerical investigation of flow pattern and heat transfer characteristics in manifold microchannel heat sink for two-phase flow[J]. Applied Thermal Engineering, 2025, 272, 126332.
20
KUMARI S, KUMAR N, GUPTA R. Flow and heat transfer in slug flow in microchannels: Effect of bubble volume[J]. International Journal of Heat and Mass Transfer, 2019, 129, 812- 826.
21
LIU D R, LING X, PENG H, et al. Experimental and numerical analysis on heat transfer performance of slug flow in rectangular microchannel[J]. International Journal of Heat and Mass Transfer, 2020, 147, 118963.
22
GUO W, KONG F L, HE X F, et al. Local instantaneous heat transfer characteristics around a rising single Taylor bubble and the temperature response of relatively thick pipe wall under local constant heat flux[J]. Applied Thermal Engineering, 2024, 236, 121521.
23
ABDOLLAHI A, SHARMA R N, VATANI A. Fluid flow and heat transfer of liquid-liquid two phase flow in microchannels: A review[J]. International Communications in Heat and Mass Transfer, 2017, 84, 66- 74.
24
WANG C L, ZHANG Y T, JIN Z L, et al. Heat transfer characteristics of Taylor flow in a bottom-heated square microchannel: A 3D conjugate heat transfer numerical study[J]. Applied Thermal Engineering, 2025, 273, 126509.
25
GUPTA R, FLETCHER D F, HAYNES B S. CFD modelling of flow and heat transfer in the Taylor flow regime[J]. Chemical Engineering Science, 2010, 65(6): 2094- 2107.
26
ABDOLLAHI A, NORRIS S E, SHARMA R N. Fluid flow and heat transfer of liquid-liquid Taylor flow in square microchannels[J]. Applied Thermal Engineering, 2020, 172, 115123.
27
TALIMI V, MUZYCHKA Y S, KOCABIYIK S. Slug flow heat transfer in square microchannels[J]. International Journal of Heat and Mass Transfer, 2013, 62, 752- 760.
28
GUPTA R, FLETCHER D F, HAYNES B S. On the CFD modelling of Taylor flow in microchannels[J]. Chemical Engineering Science, 2009, 64(12): 2941- 2950.
29
GUPTA R, LEUNG S S Y, MANICA R, et al. Hydrodynamics of liquid–liquid Taylor flow in microchannels[J]. Chemical Engineering Science, 2013, 92, 180- 189.
30
SONTTI S G, ATTA A. CFD study on Taylor bubble characteristics in Carreau-Yasuda shear thinning liquids[J]. The Canadian Journal of Chemical Engineering, 2019, 97(2): 616- 624.
31
CAO W, YANG Q J, TONG Y Y, et al. Numerical simulation of liquid-liquid two-phase flow heat transfer in circular microchannels[J]. International Journal of Heat and Mass Transfer, 2025, 238, 126483.
32
JIA J N, SONG Q H, LIU Z Q, et al. Effect of wall roughness on performance of microchannel applied in microfluidic device[J]. Microsystem Technologies, 2019, 25(6): 2385- 2397.
33
XIA H T, ZHANG X F, XIAO J. Breakup behavior of a shear-thinning droplet on randomly rough surfaces: A numerical study[J]. Chemical Engineering Science, 2022, 247, 117071.
34
KNEPP D L. Multiple phase-screen calculation of the temporal behavior of stochastic waves[J]. Proceedings of the IEEE, 1983, 71(6): 722- 737.
35
THORSOS E I, JACKSON D R. The validity of the perturbation approximation for rough surface scattering using a Gaussian roughness spectrum[J]. The Journal of the Acoustical Society of America, 1989, 86(1): 261- 277.
36
XIONG R Q, CHUNG J N. Investigation of laminar flow in microtubes with random rough surfaces[J]. Microfluidics and Nanofluidics, 2010, 8(1): 11- 20.
37
XIONG R Q, CHUNG J N. A new model for three-dimensional random roughness effect on friction factor and heat transfer in microtubes[J]. International Journal of Heat and Mass Transfer, 2010, 53(15-16): 3284- 3291.
38
ETMINAN A, MUZYCHKA Y S, POPE K. Numerical investigation of gas–liquid and liquid–liquid Taylor flow through a circular microchannel with a sudden expansion[J]. The Canadian Journal of Chemical Engineering, 2021, 100(7): 1596- 1612.
39
SONTTI S G, ATTA A. CFD analysis of taylor bubble in a Co-flow microchannel with newtonian and non-newtonian liquid[J]. Industrial & Engineering Chemistry Research, 2017, 56(25): 7401- 7412.
40
BRACKBILL J U, KOTHE D B, ZEMACH C. A continuum method for modeling surface tension[J]. Journal of Computational Physics, 1992, 100(2): 335- 354.
41
WALSH P A, WALSH E J, MUZYCHKA Y S. Heat transfer model for gas–liquid slug flows under constant flux[J]. International Journal of Heat and Mass Transfer, 2010, 53(15-16): 3193- 3201.
42
LANGEWISCH D R, BUONGIORNO J. Prediction of film thickness, bubble velocity, and pressure drop for capillary slug flow using a CFD-generated database[J]. International Journal of Heat and Fluid Flow, 2015, 54, 250- 257.
43
AKBAR M K, GHIAASIAAN S M. Simulation of taylor flow in capillaries based on the volume-of-fluid technique[J]. Industrial & Engineering Chemistry Research, 2006, 45(15): 5396- 5403.
44
BRETHERTON F P. The motion of long bubbles in tubes[J]. Journal of Fluid Mechanics, 1961, 10(2): 166- 188.
45
IRANDOUST S, ANDERSSON B. Simulation of flow and mass transfer in Taylor flow through a capillary[J]. Computers & Chemical Engineering, 1989, 13(4-5): 519- 526.
46
FAIRBROTHER F, STUBBS A E. 119. Studies in electro-endosmosis. Part Ⅳ. The "bubble-tube" method of measurement[J]. Journal of the Chemical Society (Resumed), 1935, 527- 529.
47
KREUTZER M T, DU P, HEISZWOLF J J, et al. Mass transfer characteristics of three-phase monolith reactors[J]. Chemical Engineering Science, 2001, 56(21-22): 6015- 6023.
48
HAN Y, SHIKAZONO N. Measurement of the liquid film thickness in micro tube slug flow[J]. International Journal of Heat and Fluid Flow, 2009, 30(5): 842- 853.

RIGHTS & PERMISSIONS

All rights reserved. Unauthorized reproduction is prohibited.
PDF(3876 KB)

Accesses

Citation

Detail

Sections
Recommended

/