In self-healing materials, the crosslinks networking the polymers can dynamically break and re-form, i.e., transient bonds. Due to the dynamic features of the crosslinks, the transient network can exhibit interesting viscoelastic responses, and we are developing continuum theories to understand its rheological properties.
J. Zhao, and F. Meng*, "Modelling viscoelasticity and dynamic nematic order of exchangeable liquid crystal elastomers", Physical Review Letters, 131, 068101 (2023).
F. Meng*, M. Saed and E. Terentjev*, "Rheology of vitrimers", Nature Communications 13, 5753 (2022).
H. Zhao, X. Wei, Y. Fang, K. Gao, T. Yue, L. Zhang, V. Ganesan, F. Meng*, and J. Liu*, "Molecular Dynamics Simulation of the Structural, Mechanical, and Reprocessing Properties of Vitrimers Based on a Dynamic Covalent Polymer Network", Macromolecules 55, 1091-1103 (2022).
F. Meng*, M. Saed and E. Terentjev*, "Elasticity and relaxation in full and partial vitrimer networks." Macromolecules 52, 7423-7429 (2019).
J.-H. Chen, D.-D. Hu, Y.-D. Li, F. Meng*, J. Zhu, and J.-B. Zeng*, "Castor oil derived poly (urethane urea) networks with reprocessibility and enhanced mechanical properties." Polymer 143, 79-86 (2018).
F. Meng, R. H. Pritchard, and E. Terentjev*, "Stress relaxation, dynamics and plasticity of transient polymer networks." Macromolecules 49,2843-2852 (2016).
F. Meng, and E. Terentjev*, "Transient network at large deformations: elastic-plastic transition and necking instability." Polymers 8, 108 (2016).
2. Liquid-Liquid Phase Separation
Liquid-liquid phase transition is treated as connected to the formation of membraneless organelles in cells, and we try to construct a continuum theory for understanding the criterion of such transition and predicting the phase separated products in a liquid mixture constrained by an elastic network.
J. Yao, G. Saielli, F. Meng, and Y. Wang*, "Phase coexistence in [C22/C1MIm]+[NO3] ionic liquid mixtures and first-order phase transitions from homogeneous liquid to smectic B by varying the cation ratio", Physical Chemistry Chemical Physics, 25, 21595 (2023).
X. Wei#, J. Zhou#, Y. Wang, and F. Meng*, "Modelling elastically mediated liquid-liquid phase separation", Physical Review Letters, 125, 268001 (2020).
3. Drying Soft Matter Solutions
When soft matter solutions are being dried, there can be several sub-processes including solvent evaporation, solute diffusion, gel layer formation, etc. After drying process finishes, solutions can result in various forms such as coffee rings, solid particles, hollow particles, etc. We try to understand how different morphologies of soft matter solutions can evolve by constructing theoretical dynamic theories.
G. Du, F. Ye, H. Luo, G. Jing, M. Doi and F. Meng*, "Modelling drying pathways of an evaporating soft matter droplet", Communications in Theoretical Physics 74, 095605 (2022) (special issue - CTP 40 Years Anniversary).
F. Meng*, L. Luo, M. Doi* and Z-C. Ouyang, "Solute based Lagrangian scheme in modeling the drying process of soft matter solutions." European Physical Journal E 39, 22 (2016).
L. Luo, F. Meng, J. Zhang, and M. Doi*, "Skin formation in drying a film of soft matter solutions -- application of solute based Lagrangian scheme." Chinese Physics B 25, 076801 (2016).
F. Meng, M. Doi*, and Z-C. Ouyang, "Cavitation in drying droplets of soft matter solutions."Physical Review Letters 113, 098301 (2014).
4. Rubber/Gel Elasticity
Rubbers/gels are ubiquitous in our daily life, and in physics they are interesting in terms of their tunable mechanic properties. By utilizing the elastic theories, we can understand how and why rubber systems can behave under specific circumstances (for example, how to inflate a balloon in your childhood).
F. Meng, J. Z. Y. Chen, M. Doi*, and Z-C. Ouyang, "Critical line in twisting instabilities of soft tubes." Soft Matter 11, 7046-7052 (2015).
F. Meng, M. Doi, Z-C. Ouyang, X. Zheng, and P. Palffy-Muhoray*, "The 'coin-through-the rubber' trick: an elastically stabilized invagination." Journal of Elasticity 123, 43–57 (2015).
F. Meng, J. Z. Y. Chen, M. Doi*, and Z-C. Ouyang, "Phase diagrams and interface in inflating balloon." AIChE Journal 60, 1393–1399 (2014).
5. Polymer Composites
D. Qian, F. Meng*, "Modelling Mullins Effect Induced by Chain Delamination and Reattachment", Polymer, 222, 123608 (2021).
H. S. Varol*, A. Srivastava, S. Kumar, M. Bonn, F. Meng, and S. H. Parekh*, "Bridging chains mediate nonlinear mechanics of polymer nanocomposites under cyclic deformation", Polymer 200, 122529 (2020).
S. Varol, F. Meng, B. Hosseinkhani, C. Malm, D. Bonn, M. Bonn, A. Zaccone, and S. H. Parekh*, "Nanoparticle amount, and not size, determines chain alignment and nonlinear hardening in polymer nanocomposites." Proceedings of the National Academy of Sciences USA 114, E3170–E3177 (2017).
6. Biopolymer Network
Semiflexible filament networks are common in bio-systems, existing as cytoskeleton, extracellular matrix, connective tissues, etc. These filament networks exhibit unique mechanic properties compared with flexible polymer networks such as rubbers. We try to develop continuum theories to understand the complex viscoelastic properties of both permanently and transiently crosslinked filament networks.
F. Meng, and E. Terentjev*, "Fluidisation of transient filament networks." Macromolecules 51, 4660–4669 (2018).
F. Meng, and E. Terentjev*, "Theory of semiflexible filaments and networks." Polymers 9, 52 (2017).
F. Meng, and E. Terentjev*, "Nonlinear elasticity of semiflexible filament networks." Soft Matter 12, 6749-6756 (2016).
...
Active Matter
1. Microswimmers
Magnetic microswimmers have been attracting attentions recently due to their potential use in applications such as drug/cargo delivery in bio-systems. In physics, these microswimmers can have fascinating dynamic responses due to the self-activity and interactions between swimmersl. We are currently developing both analytic models and numerical simulations to understand their collective behaviours in different circumstances.
S. Hu*, and F. Meng*, "Multiflagellate swimming controlled by interflagella hydrodynamic interactions", Physical Review Letters 132, 204002 (2024).
F. Meng, D. Matsunaga, B. Mahault and R. Golestanian*, "Magnetic microswimmers exhibit Bose-Einstein-like condensation." Physical Review Letters 126, 078001 (2021).
F. Meng, D. Matsunaga, and R. Golestanian*, "Clustering of magnetic swimmers in a Poiseuille flow." Physical Review Letters 120, 188101 (2018).
2. Driven Colloids and Rotors
Magnetic colloids can interact with each other via many-body interactions including magnetic dipole-dipole interaction and hydrodynamic interaction. Controlled by external magnetic field, the out-of-equilibrium magnetic colloids and rotors can form complex structures and show interesting emergent dynamics. By comparing the theoretical results and the experimental outcomes, we try to understand how to control the collective responses of magnetic colloids, etc.
G. Junot, X. Wei, J. Ortin, R. Golestanian, Y. Wang, P. Tierno*, and F. Meng*, "Elastically-Mediated Collective Organisation of Magnetic Microparticles", Soft Matter 18, 5171-5176 (2022).
S. Ishida#*, Y. Yang#, F. Meng*, and D. Matsunaga*, "Field-controlling patterns of sheared ferrofluid droplets", Physics of Fluids 34, 063309 (2022).
F. Meng#, Antonio Ortiz-Ambriz#, Helena Massana-Cid, Andrej Vilfan, R. Golestanian, and P. Tierno*, "Field synchronized bidirectional current in confined driven colloids." Physical Review Research 2, 012025(R) (2020).
T. Kawai, D. Matsunaga*, F. Meng*, J. Yeomans, and R. Golestanian, "Degenerate states, emergent dynamics and fluid mixing by magnetic rotors." Soft Matter 16, 6484-6492 (Featured as back cover article) (2020).
H. Massana-Cid#, F. Meng#, D. Matsunaga, R. Golestanian*, and P. Tierno*, "Tunable self-healing of magnetically propelling colloidal carpets." Nature Communications 10, 2444 (2019).
D. Matsunaga#, J. Hamilton#, F. Meng, N. Bukin, E. L. Martin, F. Ogrin, J. Yeomans and R. Golestanian*, "Tunable self-healing of magnetically propelling colloidal carpets." Nature Communications 10, 4696 (2019).
3. Cilium and Cilia
Cilia are ubiquitous in bio-systems, and interact with each other via hydrodynamic coupling. By such interaction, cilia move collectively in the form of a metachronal wave, which can be used for self-propulsion of microorganisms such as paramecium and for fluid transportation such as mucus removal in trachea.
Z. Cheng, A. Vilfan, Y. Wang, R. Golestanian, and F. Meng*, "Near-field hydrodynamic interactions determine travelling wave directions of collectively beating cilia", Journal of the Royal Society Interface 21, 20240221 (2024).
S. Hu*, and F. Meng*, "Particle orbiting constrained by elastic filament as a model cilium for fluid pumping", Journal of Fluid Mechanics 966, A23 (2023).
F. Meng#, R. Bennett#, N. Uchida, and R. Golestanian*, "Conditions for metachronal coordination in arrays of model cilia", Proceedings of the National Academy of Sciences USA, 118, e2102828118 (2021).
F. Meng, D. Matsunaga, J. Yeomans, and R. Golestanian*, "Magnetically-Actuated Artificial Cilium: A Simple Theoretical Model." Soft Matter 15, 3864-3871 (Featured as inside back cover article) (2019).
4. Individual Magnetic Ellipsoid
The interplay of magnetic control and hydrodynamic interaction with the confinement can induce useful dynamics of individual magnetic unit such as magnetic ellipsoid, which can be applied for fluid transport and as solution stirrer and particle sorter. By developing analytic theories for such systems, we can propose how to fabricate magnetic units with desired dynamic properties and their controls from the physical perspective.
D. Matsunaga*, A. Zoettl, F. Meng, R. Golestanian, and J. M. Yeomans, "Far-field theory for trajectories of magnetic ellipsoids in rectangular and circular channels." IMA Journal of Applied Mathematics 83, 767–782 (2018).
D. Matsunaga, F. Meng, A. Zoettl, R. Golestanian, and J. M. Yeomans*, "Focusing and sorting of ellipsoidal magnetic particles in microchannels." Physical Review Letters 119, 019802 (Editors' suggestion; Highlighted in APS Physics Synopsis) (2017).
5. Active Turbulence
D. Wei, Y. Yang, X. Wei, R. Golestanian, M. Li, F. Meng*, and Y. Peng*,"Scaling transition of active turbulence from two to three dimensions", Advanced Science 2402643 (2024).
B. Martínez-Prat#, R. Alert#, F. Meng, J. Ignes-Mullol, J.-F. Joanny, J. Casademunt*, R. Golestanian*, and F. Sagues*, "Scaling Regimes of Active Turbulence with External Dissipation", Physical Review X 11, 031065 (2021).