Physical Review Fluids
Exact solution for the electric field associated with charge caps on a leaky dielectric droplet at high electric Reynolds number
Author(s): Darren Crowdy
In a recent study of the formation of electric charge caps on a leaky dielectric droplet, it has been shown that, in the limit of high electric Reynolds number, the electric field problem satisfies a non-standard boundary value problem of mixed type. By using novel techniques involving consideration of a so-called prime function, this paper shows that it is possible to solve this mixed boundary value problem analytically.
[Phys. Rev. Fluids 11, 034902] Published Mon Mar 09, 2026
Confined drying of a binary liquid mixture droplet: A quantitative interferometric study under humidity control
Author(s): Ole Milark, Jean-Baptiste Salmon, and Benjamin Sobac
Drying of complex fluids is crucial in many natural and technological processes, yet predicting it and probing associated transport phenomena remain challenging. We introduce an original interferometry‑based method for confined two-dimensional droplets in a humidity‑controlled chamber, enabling simultaneous high‑precision, high‑resolution measurement of drying kinetics and internal concentration fields, providing a powerful tool to accurately characterize drying dynamics and transport in complex fluids.
[Phys. Rev. Fluids 11, 033603] Published Fri Mar 06, 2026
Dynamics and universal scaling of Worthington jets in the cavity-free regime
Author(s): Xingsheng Li and Jing Li
Existing research on Worthington jets has paid most attention to those forced by cavity collapse. Focusing on the cavity-free regime across various sphere-liquid impact configurations, we derive a universal scaling law for the maximum jet height from first principles and identify three distinct pinch-off modes governed by Rayleigh–Plateau instability. Self-similar analysis accurately captures the evolution of jet shape and height, revealing gravity-dominated jet dynamics. These findings confirm that this jet undergoes a fundamentally different physical process from that in air-entrainment scenarios, thereby significantly enriching the classical Worthington jet phenomenon.
[Phys. Rev. Fluids 11, 033604] Published Fri Mar 06, 2026
Laser-induced bubble dynamics near the free surface of a viscoplastic medium
Author(s): S. P. Mousavi, H. Hassanzadeh, Y. Fan, F. Larachi, C. D. Ohl, and S. M. Taghavi
Cavitation bubbles near free surfaces are known to move rapidly away from the liquid surface and generate high-speed microjets. We demonstrate that viscoplastic fluids can fundamentally change this outcome by arresting the bubble and trapping it beneath the surface once a critical yield number is exceeded. A regime map classifies the flow into four regimes (swelling, trapped, bullet jet, and vapor jet), and a force-balance model provides a predictive framework for the bubble penetration depth.
[Phys. Rev. Fluids 11, 033301] Published Thu Mar 05, 2026
Modal coupling of nonlinear inviscid axisymmetric droplet shape oscillations
Author(s): Schahin Akbari, Kilian Vinzenz Wilhelm, Dominik Plümacher, Florian Kummer, Yongqi Wang, and Martin Oberlack
We investigate the nonlinear axisymmetric oscillations of non-viscous droplets with a focus on superimposed initial deformations, in which an even mode with large amplitude is superimposed on an odd mode at small amplitude. Our analysis of modal coupling shows that the even mode with large amplitude strongly influences the odd mode with small amplitude due to asymmetries in local curvature and restoring forces between flattened and elongated shapes (as in the image), while the odd mode with small amplitude has only a minor influence in return.
[Phys. Rev. Fluids 11, 033602] Published Thu Mar 05, 2026
Plunging and entrainment dynamics of an unconfined hyperpycnal plume over a sloping bed
Author(s): Georgios Giamagas, Cyrille Bonamy, Koen Blanckaert, and Julien Chauchat
Large-eddy simulations of the Navier–Stokes equations under the Boussinesq approximation investigate the hydrodynamics of a three-dimensional hyperpycnal plume over a sloping bed. In the unconfined configuration, plunging is governed by lateral slumping rather than by a critical densimetric Froude number, producing a characteristic triangular surface pattern and a distinct downstream wake. The wake extent increases significantly with increasing inflow densimetric Froude number and agrees with field observations of the Rhone River inflow into Lake Geneva. Total entrainment increases with decreasing densimetric Froude number due to enhanced lateral spreading and increased underflow velocity.
[Phys. Rev. Fluids 11, 033801] Published Thu Mar 05, 2026
Efficient laminar flow control
Author(s): Gaspare Li Causi, Enrico Amico, and Jacopo Serpieri
The recent literature on wall blowing flow control was here adapted to suction-based laminar flow control (LFC) to study efficient control scenarios. These are evaluated by means of a numerical framework deploying fast and relatively accurate CFD and flow transition solvers embedded in an efficient optimization routine. More than 700 combinations of LFC parameters were explored showcasing the flow sensitivity to the deployed control and yielding to power savings overcoming the value of 30%.
[Phys. Rev. Fluids 11, 033901] Published Thu Mar 05, 2026
Data-driven discovery of a new Ginzburg-Landau reduced-order model for vortex shedding
Author(s): Joseph J. Williams, Zachary G. Nicolaou, J. Nathan Kutz, and Steven L. Brunton
The vortex shedding phenomenon has long fascinated researchers, yet only recently has the behavior of unstable growth and saturation been placed on firm mathematical footing through the Stuart–Landau and Ginzburg–Landau equations. While these models capture key aspects of the dynamics, a complete understanding of vortex shedding remains elusive. Here, we use data-driven methods trained on coarse-grained numerical flow data to learn distinct local models at multiple stations in the downstream wake. This approach yields new insight into the nature of the instability, the wavemaker region, and vortex shedding itself.
[Phys. Rev. Fluids 11, 034401] Published Thu Mar 05, 2026
Lagrangian chaos and the enstrophy cascade in Ekman-Navier-Stokes two-dimensional turbulence
Author(s): F. M. Ventrella, V. J. Valadão, G. Boffetta, S. Musacchio, and F. De Lillo
In the presence of linear friction, the properties of two-dimensional turbulence deviate from the classical Kraichnan phenomenology. The enstrophy flux in the direct cascade is suppressed resulting in a steeper energy spectrum. The spectral exponent can be predicted in terms of the statistics of the Lagrangian finite time Lyapunov exponent. We numerically verify this prediction and propose a simple phenomenological model for the dependence of the Lyapunov exponent on friction intensity.
[Phys. Rev. Fluids 11, 034604] Published Thu Mar 05, 2026
Renormalization-group theory of spontaneous stochasticity for Sabra model of turbulence
Author(s): Alexei A. Mailybaev
Spontaneous stochasticity—persistent randomness in the limit of vanishing noise and viscosity—has been observed in turbulence models, yet its universality lacked a theoretical explanation. We develop a renormalization-group (RG) framework for the fluctuating Sabra shell model, showing that the ideal turbulent dynamics is governed by a fixed-point RG attractor. This approach explains universality across dissipation and noise mechanisms and predicts a complex RG eigenvalue responsible for the slow, oscillatory convergence observed numerically.
[Phys. Rev. Fluids 11, 034605] Published Thu Mar 05, 2026
Droplet mobilization in actuated deformable tubes
Author(s): Sthavishtha R. Bhopalam, Ruben Juanes, and Hector Gomez
Droplet transport in deformable constrictions is important in microfluidics, enhanced oil recovery, biomedical systems, and surface-acoustic-wave-driven platforms. We study how actuation controls droplet motion in a constricted deformable tube using high resolution multicomponent fluid-structure interaction simulations. We show that oscillatory traction on the tube walls exhibits resonance, i.e., the droplet’s mobilization time is minimized when the traction frequency nears the tube’s natural frequency. However, actuation via oscillatory fluid forcing exhibits no such resonance. Our findings provide design guidelines for tunable, actuation-controlled droplet motion in soft confined geometries.
[Phys. Rev. Fluids 11, 033601] Published Tue Mar 03, 2026
Temporal decay of vortex line density in rotating thermal counterflow of He II
Author(s): F. Novotný, M. Talíř, E. Varga, and L. Skrbek
Temporal decay of rotating turbulent thermal counterflow of He II is probed by second sound and found to display interesting new features. Two effects are observed, acting against each other and affecting the late temporal decay of vortex line density, L(t). The first one is gradual decrease of the decay exponent of the power law L(t), confirming that turbulent thermal counterflow under rotation acquires 2D features. The second one is the influence of the effective Ekman layer built within the effective quantum Ekman time. For increasing rotation rates, L(t) gradually ceases to display a clear power law. Instead, rounded and ever steeper decays occur, gradually shifted toward shorter times.
[Phys. Rev. Fluids 11, 034603] Published Tue Mar 03, 2026
Wetted-area minimum and inlet-outlet reciprocity in optimal manifolds of rarefied gas flows
Author(s): Ruifeng Yuan and Lei Wu
Smaller gas-solid contact area or smaller bifurcation angle? What happens when inlet and outlet conditions are exchanged? This study employs topology optimization to investigate optimal manifold configurations across gas rarefaction regimes and uncovers two counterintuitive phenomena: a wetted-area minimum in the slip regime and inlet–outlet reciprocity in free-molecular flows. These findings provide crucial guidance for microfluidic and vacuum system applications.
[Phys. Rev. Fluids 11, 033401] Published Mon Mar 02, 2026
Physics-based machine learning closures and wall models for hypersonic transition-continuum boundary layer predictions
Author(s): Ashish S. Nair, Narendra Singh, Marco Panesi, Justin Sirignano, and Jonathan F. MacArt
Hypersonic boundary layers in the transition–continuum regime (Knudsen number Kn ≈ 0.1–10) challenge Navier–Stokes solvers due to the breakdown of transport laws and slip/jump wall conditions. We embed physics-constrained neural closures for viscous stress and heat flux directly in the partial differential equations and train them using adjoint-computed gradients to match direct simulation Monte Carlo target data. A distribution-function wall model built from mixtures of skewed Gaussians replaces empirical slip-velocity models, substantially improving bulk flow and boundary-layer predictions and generalizing across unseen Mach numbers, Knudsen numbers, and geometries.
[Phys. Rev. Fluids 11, 033402] Published Mon Mar 02, 2026
Linear corner-mode instability of magnetohydrodynamic Rayleigh-Bénard convection in a rectangular domain
Author(s): Thomas Boeck
Wall-attached Rayleigh-Bénard convection arises in the presence of a damping body force, e.g. the Coriolis or Lorentz force, when this force is less effective near a lateral boundary than in the bulk. The shape of the container is important in this context. A numerical linear stability analysis of Rayleigh-Bénard magnetoconvection in a wide rectangular container with a vertical magnetic field and electrically insulating walls shows that the least stable mode of convection becomes localized in the corners rather than spread out over the whole circumference of the container. This corner mode has a similar dependence on the magnetic field strength as the ordinary wall-attached mode.
[Phys. Rev. Fluids 11, 033501] Published Mon Mar 02, 2026
Hydrodynamic flows induced by localized torques (rotlets) in wedge-shaped geometries
Author(s): Abdallah Daddi-Moussa-Ider, Jakob Mihatsch, Michael J. Mitchell, Elsen Tjhung, and Andreas M. Menzel
Wedge-shaped confinements are increasingly relevant in low-Reynolds-number microfluidics, yet existing Green’s functions describe only flows driven by point forces. We derive the flow induced by localized torques using a Fourier–Kontorovich–Lebedev framework combined with the Papkovich–Neuber representation. The resulting solutions reveal how geometric asymmetry couples rotation and translation and yield the full torque– mobility tensor. These analytical results provide predictive tools for controlling particle motion in confined microfluidic systems.
[Phys. Rev. Fluids 11, 034101] Published Mon Mar 02, 2026
Objective identification of coherent vortices in turbulence using experimental data
Author(s): Yutaro Motoori, Pierre Bragança, and Susumu Goto
We introduce a simple method to objectively identify the axes of coherent vortices in turbulence using only the velocity-gradient tensor. The method is readily applicable to experimental data. As an example, applying it to stereo-PIV measurements of a wind-tunnel turbulent boundary layer, we quantitatively show that boundary-layer-scale vortices form hairpin shapes.
[Phys. Rev. Fluids 11, 034601] Published Mon Mar 02, 2026
Local organization of the turbulent energy cascade in geophysical flows
Author(s): Francesca De Serio
In rotating geophysical flows, turbulence can either drive small-scale mixing or build large-scale coherent eddies. Here, a very large rotating-tank jet experiment with planar particle imaging velocimetry (PIV) is used to map the local energy flux across scales. The results show that stress–strain alignment and a local jet Rossby number organize where and how long inverse energy-cascade patches appear. This identifies a local control parameter for steering energy pathways in jet-like environmental flows.
[Phys. Rev. Fluids 11, 034602] Published Mon Mar 02, 2026
CFD analysis of mucus bridge instability and breakup in the vocal folds
Author(s): Martin Heinrich, Michael Döllinger, and Rüdiger Schwarze
The atomization of airway mucus during speech is a primary mechanism for airborne disease transmission, yet the multiphase dynamics within the vocal folds remain largely uncharacterized. This study presents a Volume-of-Fluid CFD model to simulate the stretching and rupture of mucus bridges during phonation. Results show that small-scale surface perturbations seed realistic breakup patterns and that the bridge ruptures at a dynamic aspect ratio of approximately 20, far exceeding the quasi-static Rayleigh-Plateau stability limit. Higher transglottal pressures accelerate rupture, linking phonation intensity to aerosol generation.
[Phys. Rev. Fluids 11, 023103] Published Fri Feb 27, 2026
Analysis of a swept impinging shock-turbulent boundary layer interaction
Author(s): Thomas Bergier, Stéphane Jamme, Jérémie Gressier, Romain Gojon, and Laurent Joly
We study how the presence of a moderate sweep angle affects the behavior of shock/boundary layer interactions by means of wall-resolved Large Eddy Simulations. Several sweep angles up to 40deg are investigated. The mean properties of the flow are first reported, before analyzing the unsteady dynamics of the interaction. Intermediate frequencies at the separation location appear when sweep is present. They are related to spanwise-travelling structures detected around the interaction region.
[Phys. Rev. Fluids 11, 023401] Published Thu Feb 26, 2026