Chun-Yu Zhang
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Chun-Yu Zhang has a total of 65 co-authors. Here are the top co-authors by number of shared publications:
- Hang Ding
University of Science and Technology of China
12 shared publications - Hao-Ran Liu
University of Science and Technology of China
6 shared publications Hang Ding
4 shared publications- Fei Zhang
Huazhong University of Science and Technology
3 shared publications - Yuan-Peng Zhang
University of Science and Technology of China
3 shared publications Jia-Qi Cheng
University of Science and Technology of China
2 shared publications
Latest Publications
- 31 October 2026
- Published by Elsevier in International Journal of Multiphase Flow
- Vol. 205
An improved ACPF model for simulating melting and icing flows in turbulent environments
- 31 October 2026
- Published by Elsevier in International Journal of Multiphase Flow
- Vol. 205
An improved ACPF model for simulating melting and icing flows in turbulent environments
- Open Access
- 12 May 2026
- Published by Elsevier in SSRN Electronic Journal
An improved ACPF model for simulating melting and icing flows in turbulent environments
The Allen-Cahn phase-field (ACPF) model is widely used for simulating melting and icing processes in turbulent flows, owing to its ability to handle complex geometries and multiphase systems. However, the original ACPF model cannot strictly enforce the condition that the temperature at the ice front equals the melting point when the ice front is curved. This condition is a physical requirement essential for macroscopic flows at millimeter or larger scales. The numerical temperature discrepancy leads to spurious phase change at curved fronts. To accurately simulate the evolution of the ice front, we propose an improved ACPF model. Specifically, a curvature counter term is introduced into the Allen-Cahn equation to suppress curvature-induced artificial phase change, and an effective melting point is employed in combination to ensure that the temperature at the ice front remains at the melting point. To enhance computational efficiency, the model is implemented within two open-source computational frameworks, i.e., AFiD and Basilisk. The proposed method is validated through a series of numerical tests, including ice-water coexistence, freezing and melting of a circular ice shape, melting of an icicle, ice growth under forced convection, and phase change in thermally driven turbulence. Results show good agreement with analytical solutions, previous numerical data, and experimental measurements. Finally, a large-scale three-dimensional simulation of a melting iceberg is presented to demonstrate the computational performance and scalability of the proposed approach.
- 12 May 2026
- Published by Elsevier in SSRN Electronic Journal
Open AccessAn improved ACPF model for simulating melting and icing flows in turbulent environments
The Allen-Cahn phase-field (ACPF) model is widely used for simulating melting and icing processes in turbulent flows, owing to its ability to handle complex geometries and multiphase systems. However, the original ACPF model cannot strictly enforce the condition that the temperature at the ice front equals the melting point when the ice front is curved. This condition is a physical requirement essential for macroscopic flows at millimeter or larger scales. The numerical temperature discrepancy leads to spurious phase change at curved fronts. To accurately simulate the evolution of the ice front, we propose an improved ACPF model. Specifically, a curvature counter term is introduced into the Allen-Cahn equation to suppress curvature-induced artificial phase change, and an effective melting point is employed in combination to ensure that the temperature at the ice front remains at the melting point. To enhance computational efficiency, the model is implemented within two open-source computational frameworks, i.e., AFiD and Basilisk. The proposed method is validated through a series of numerical tests, including ice-water coexistence, freezing and melting of a circular ice shape, melting of an icicle, ice growth under forced convection, and phase change in thermally driven turbulence. Results show good agreement with analytical solutions, previous numerical data, and experimental measurements. Finally, a large-scale three-dimensional simulation of a melting iceberg is presented to demonstrate the computational performance and scalability of the proposed approach.
- 9 February 2026
- Published by American Chemical Society (ACS) in ACS Nano
- Vol. 20 (7) , 6208-6221
Wind Tweezer for Versatile Droplet Manipulation on the Femtosecond Laser-Structured Superhydrophobic Platform
Although various physical tweezers and external fields based on optical, magnetic, electrical, and acoustic interactions have been developed for noncontact droplet manipulation, existing techniques are limited by the use of responsive additives in droplets/substrates or changes in the droplet’s physical and chemical properties during operation. Herein, we report a wind tweezer (WT) that uses a controlled airflow field (wind force) to remotely and programmatically manipulate droplets in a highly precise and flexible manner. A comprehensive equation is developed to characterize the wind force acting on a droplet within the WT system, taking into account variables such as wind speed, WT height, pipe diameter, droplet size, and droplet’s deviation distance. The versatile WT can manipulate droplets with variable volumes (100 nL to 3 mL), chemical compositions, and high velocities (up to 160 mm/s), as well as droplet arrays on various substrates and Leidenfrost droplets on superheated smooth surfaces. Vertical droplet manipulation is also allowed. The WT has been successfully used in various exciting applications, such as circuit welding/repair, cell transport in bioactive liquids, and improving the detection performance of surface-enhanced Raman scattering (SERS).
- 9 February 2026
- Published by American Chemical Society (ACS) in ACS Nano
- Vol. 20 (7) , 6208-6221
Wind Tweezer for Versatile Droplet Manipulation on the Femtosecond Laser-Structured Superhydrophobic Platform
Although various physical tweezers and external fields based on optical, magnetic, electrical, and acoustic interactions have been developed for noncontact droplet manipulation, existing techniques are limited by the use of responsive additives in droplets/substrates or changes in the droplet’s physical and chemical properties during operation. Herein, we report a wind tweezer (WT) that uses a controlled airflow field (wind force) to remotely and programmatically manipulate droplets in a highly precise and flexible manner. A comprehensive equation is developed to characterize the wind force acting on a droplet within the WT system, taking into account variables such as wind speed, WT height, pipe diameter, droplet size, and droplet’s deviation distance. The versatile WT can manipulate droplets with variable volumes (100 nL to 3 mL), chemical compositions, and high velocities (up to 160 mm/s), as well as droplet arrays on various substrates and Leidenfrost droplets on superheated smooth surfaces. Vertical droplet manipulation is also allowed. The WT has been successfully used in various exciting applications, such as circuit welding/repair, cell transport in bioactive liquids, and improving the detection performance of surface-enhanced Raman scattering (SERS).
- 19 December 2025
- Published by Cambridge University Press (CUP) in Journal of Fluid Mechanics
- Vol. 1025, A32
Orbit dynamics of Janus drop in shear flow
In this paper, we numerically investigate the orbit dynamics of three-dimensional symmetric Janus drops in shear flow using an improved ternary-fluids phase field method, focusing on how drop deformation and initial orientation affect the orbit drift of two configurations of Janus drops: dumbbell-shaped and near-spherical. We find that the motion of dumbbell-shaped drops eventually evolves into tumbling, while near-spherical drops attain stable spinning. We attribute this bifurcation in orbit drift to contrasting deformation dynamics and shape-dependent hydrodynamics of the two configurations. Specifically, the drift bifurcation is closely related to the aspect ratio of Janus drops at equilibrium, giving rise to two distinct mechanisms: (1) coupling between outer interface deformation and the surrounding flow field; and (2) interplay between inner interface deformation and vortices enclosed within the drop. In addition, we observe that for the dumbbell-shaped Janus drops with different aspect ratios, their tumbling dynamics resembles ellipsoids in shear flow. Moreover, the trajectories of the dumbbell-shaped Janus drops during orbit drift collapse onto a universal curve, independent of their initial orientations, and significant deformation and inertia accelerate the orbit transition. To quantitatively evaluate the effect of drop deformation on the orbit drift of the dumbbell-shaped Janus drops, we propose an effective aspect ratio model based on the drop shapes at equilibrium and at the maximum elongation. By incorporating the effective aspect ratio into Jeffery’s theory for solid particles, we accurately predict the rotation period and angular velocity of Janus drops in the tumbling regime and during the orbit drift, especially for drops with linear deformation. Moreover, the orbit parameter $C$ is found to vary exponentially with time for drops with linear deformation, while the time variation of $C$ transits from one exponential function to another for drops with nonlinear deformation.- 19 December 2025
- Published by Cambridge University Press (CUP) in Journal of Fluid Mechanics
- Vol. 1025, A32
Orbit dynamics of Janus drop in shear flow
In this paper, we numerically investigate the orbit dynamics of three-dimensional symmetric Janus drops in shear flow using an improved ternary-fluids phase field method, focusing on how drop deformation and initial orientation affect the orbit drift of two configurations of Janus drops: dumbbell-shaped and near-spherical. We find that the motion of dumbbell-shaped drops eventually evolves into tumbling, while near-spherical drops attain stable spinning. We attribute this bifurcation in orbit drift to contrasting deformation dynamics and shape-dependent hydrodynamics of the two configurations. Specifically, the drift bifurcation is closely related to the aspect ratio of Janus drops at equilibrium, giving rise to two distinct mechanisms: (1) coupling between outer interface deformation and the surrounding flow field; and (2) interplay between inner interface deformation and vortices enclosed within the drop. In addition, we observe that for the dumbbell-shaped Janus drops with different aspect ratios, their tumbling dynamics resembles ellipsoids in shear flow. Moreover, the trajectories of the dumbbell-shaped Janus drops during orbit drift collapse onto a universal curve, independent of their initial orientations, and significant deformation and inertia accelerate the orbit transition. To quantitatively evaluate the effect of drop deformation on the orbit drift of the dumbbell-shaped Janus drops, we propose an effective aspect ratio model based on the drop shapes at equilibrium and at the maximum elongation. By incorporating the effective aspect ratio into Jeffery’s theory for solid particles, we accurately predict the rotation period and angular velocity of Janus drops in the tumbling regime and during the orbit drift, especially for drops with linear deformation. Moreover, the orbit parameter $C$ is found to vary exponentially with time for drops with linear deformation, while the time variation of $C$ transits from one exponential function to another for drops with nonlinear deformation.- Open Access
- 17 November 2025
- Published by Cambridge University Press (CUP) in Journal of Fluid Mechanics
- Vol. 1023, A18
Numerical and theoretical study on the forced breakup of capillary liquid jets in ambient gas
The forced breakup of liquid jets in ambient gas surroundings is studied systematically through numerical simulations and theoretical analyses, with particular emphasis on characterising the response modes of jet breakup across wide ranges of perturbation frequency and amplitude. Simulations reveal that the breakup of liquid jet can be effectively synchronised with external actuation within a frequency range encompassing the natural breakup frequency, thereby enabling the generation of highly uniform droplets. As the perturbation frequency exceeds an upper critical value, the external perturbation cannot dominate the jet breakup, while below a lower critical frequency, the jet breaks up with multiple droplets generated within one period. A high perturbation amplitude can result in liquid accumulation, leading to the formation of a pancake-shaped jet configuration. Through spectrum analyses, the development of jet interface perturbations under different response modes is elucidated, revealing the competition between the natural frequency and the external frequency. A linear instability analysis of a liquid jet is performed, which successfully predicts the synchronised frequency range by comparing the breakup time between the free liquid jet and the actuated jet, along with the variation tendencies of jet breakup length with varying perturbation frequency, amplitude and jet velocity. Quantitative numerical results demonstrate that in the case of multiple droplet generation under low perturbation frequency, the rear droplet maintains a higher velocity than its leading counterpart and the emergence of a high-pressure zone at the leading edge of a droplet train facilitates the droplet coalescence. Furthermore, the study introduces an innovative approach by superimposing periodic pulses onto the sinusoidal perturbation waveform, enabling active modulation of multiple droplet merging dynamics. This fundamental study is intended to offer valuable guidance for the on-demand generation of droplets in various industrial applications.
- 17 November 2025
- Published by Cambridge University Press (CUP) in Journal of Fluid Mechanics
- Vol. 1023, A18
Open AccessNumerical and theoretical study on the forced breakup of capillary liquid jets in ambient gas
The forced breakup of liquid jets in ambient gas surroundings is studied systematically through numerical simulations and theoretical analyses, with particular emphasis on characterising the response modes of jet breakup across wide ranges of perturbation frequency and amplitude. Simulations reveal that the breakup of liquid jet can be effectively synchronised with external actuation within a frequency range encompassing the natural breakup frequency, thereby enabling the generation of highly uniform droplets. As the perturbation frequency exceeds an upper critical value, the external perturbation cannot dominate the jet breakup, while below a lower critical frequency, the jet breaks up with multiple droplets generated within one period. A high perturbation amplitude can result in liquid accumulation, leading to the formation of a pancake-shaped jet configuration. Through spectrum analyses, the development of jet interface perturbations under different response modes is elucidated, revealing the competition between the natural frequency and the external frequency. A linear instability analysis of a liquid jet is performed, which successfully predicts the synchronised frequency range by comparing the breakup time between the free liquid jet and the actuated jet, along with the variation tendencies of jet breakup length with varying perturbation frequency, amplitude and jet velocity. Quantitative numerical results demonstrate that in the case of multiple droplet generation under low perturbation frequency, the rear droplet maintains a higher velocity than its leading counterpart and the emergence of a high-pressure zone at the leading edge of a droplet train facilitates the droplet coalescence. Furthermore, the study introduces an innovative approach by superimposing periodic pulses onto the sinusoidal perturbation waveform, enabling active modulation of multiple droplet merging dynamics. This fundamental study is intended to offer valuable guidance for the on-demand generation of droplets in various industrial applications.
- 28 October 2025
- Published by Elsevier in International Journal of Multiphase Flow
- Vol. 195
Phase-field based lattice Boltzmann modeling of contact angles in binary flow with large density ratios
- 28 October 2025
- Published by Elsevier in International Journal of Multiphase Flow
- Vol. 195
Phase-field based lattice Boltzmann modeling of contact angles in binary flow with large density ratios
- 13 September 2025
- Published by Elsevier in International Journal of Multiphase Flow
- Vol. 194
Droplet sliding on an inclined substrate with chemical defects
- 13 September 2025
- Published by Elsevier in International Journal of Multiphase Flow
- Vol. 194
Droplet sliding on an inclined substrate with chemical defects
- 18 June 2025
- Published by Elsevier in Computers & Fluids
- Vol. 299
Numerical simulation of dynamic wetting in ternary fluids flows on curved substrates
- 18 June 2025
- Published by Elsevier in Computers & Fluids
- Vol. 299
Numerical simulation of dynamic wetting in ternary fluids flows on curved substrates
- 14 May 2025
- Published by American Physical Society (APS) in Physical Review Letters
- Vol. 135 (2) , 024001
Wettability-dependent damping of droplet vibrations on solid surfaces
Oscillating sessile droplets on a plane, crucial in industrial applications like inkjet printing, spray cooling, and antifogging, present a long-standing challenge in determining viscous damping. Existing solutions are limited to first-order asymptotic approximations of hemispherical droplets, accounting only for viscous dissipation near the wall. Considering further the bulk dissipation that is usually neglected due to its higher-order effect, we obtain a two-term approximation of decay rates for pinned sessile droplets with different contact angles. We demonstrate that the two-term approximation effectively resolves discrepancies between predicted and observed dampings for viscosities in the range of practical interest, supported by experiments and simulations. The two-term approximation also explains why hydrophobic droplets possess much lower damping than hydrophilic ones, and offers a template for damping prediction formulas with potential viscosity measurement applications.
- 14 May 2025
- Published by American Physical Society (APS) in Physical Review Letters
- Vol. 135 (2) , 024001
Wettability-dependent damping of droplet vibrations on solid surfaces
Oscillating sessile droplets on a plane, crucial in industrial applications like inkjet printing, spray cooling, and antifogging, present a long-standing challenge in determining viscous damping. Existing solutions are limited to first-order asymptotic approximations of hemispherical droplets, accounting only for viscous dissipation near the wall. Considering further the bulk dissipation that is usually neglected due to its higher-order effect, we obtain a two-term approximation of decay rates for pinned sessile droplets with different contact angles. We demonstrate that the two-term approximation effectively resolves discrepancies between predicted and observed dampings for viscosities in the range of practical interest, supported by experiments and simulations. The two-term approximation also explains why hydrophobic droplets possess much lower damping than hydrophilic ones, and offers a template for damping prediction formulas with potential viscosity measurement applications.