New Papers in Fluid Mechanics
Cavity dynamics and vibrations of a flexible hydrofoil in the cavitating flow
Author(s): Yunqing Liu, Qin Wu, Hanzhe Zhang, and Biao Huang
This work reveals the mechanism of cavitation-structure interaction by comparing experimental results between a stainless-steel hydrofoil and a flexible hydrofoil, encompassing hydrodynamic loads, cavitation structures, vibrations, and deformations. The hydrodynamic load induces nose-up twisting deformation, which subsequently increases the angle of attack, promoting cavitation inception. Additionally, the dynamics of cloud cavities induced by the shock wave mechanism are clarified based on high-speed images.
[Phys. Rev. Fluids 9, 014304] Published Tue Jan 23, 2024
Space-local Navier–Stokes turbulence
Author(s): Ryo Araki, Wouter J. T. Bos, and Susumu Goto
How local is turbulence? This question has been extensively examined in scale space. In this study, we investigate the locality in physical space by artificially truncating the spatially nonlocal nonlinear interactions and see how the energy cascade is affected by the truncation in three-dimensional turbulence.
[Phys. Rev. Fluids 9, 014603] Published Tue Jan 23, 2024
Self-organization of autophoretic suspensions in confined shear flows
Author(s): Prathmesh Vinze and Sebastien Michelin
Phoretic particles swim and interact exploiting their dual chemical and hydrodynamic footprint on their environment, resulting in complex collective behavior spontaneously but also in response to external forcing. Here, based on a kinetic model for dilute suspensions, we numerically characterize their response to shear in a confined environment and identify three different regimes depending on the relative magnitude of shear forcing, chemotaxis, self-propulsion and confinement. The particles, in turn, exert microscopic stresses on their surroundings, resulting in a complex rheological response tightly linked to the self-organization regime.
[Phys. Rev. Fluids 9, 014202] Published Mon Jan 22, 2024
Low-order planar pressure reconstruction of stalled airfoils using particle image velocimetry data
Author(s): D. W. Carter and B. Ganapathisubramani
Structures in turbulent flow are largely responsible for variations in the forces experienced by the body of interest. In this work, the impact of specific structures in the velocity field on the resulting pressure field are revealed using a data-driven framework. The body of interest is a stalled NACA 0012 airfoil obtained from high-resolution large-scale time-resolved particle image velocimetry.
[Phys. Rev. Fluids 9, 014602] Published Fri Jan 19, 2024
Conformations, correlations, and instabilities of a flexible fiber in an active fluid
Author(s): Scott Weady, David B. Stein, Alexandra Zidovska, and Michael J. Shelley
Many biological systems rely on interactions between active processes and passive, deformable structures to properly function. An important example is chromatin in the cell nucleus, where ATP-powered processes, such as transcription or DNA repair, act on the chromatin fiber and influence its motion. Motivated by this system, in this study we develop and analyze a model of a flexible fiber in an active suspension as an analog to a chromatin fiber in an active environment - the nucleoplasm. Interactions between the suspension and the fiber lead to a novel bend instability, and nonlinear simulations identify coherent motions and conformations of the fiber over long timescales.
[Phys. Rev. Fluids 9, 013102] Published Thu Jan 18, 2024
Activity-induced asymmetric dispersion in confined channels with constriction
Author(s): Armin Maleki, Malihe Ghodrat, and Ignacio Pagonabarraga
Our Brownian dynamics model uncovers response mechanisms of microorganisms such as Escherichia coli to shear flows and constrictions, shedding light on anomalous accumulation of active particles in confined channels. Our findings highlight the butterfly-like attractors that trap particles past the constriction and characterize relevant dynamical regimes of active particle accumulation. We also explore the impact of particle size, channel geometry, and fluid velocity on trapping probability and accumulation strength. This intriguing phenomenon could be utilized as geometrical sift for mixture of active particles with different sizes/velocities and lead to innovations in particle manipulation.
[Phys. Rev. Fluids 9, 013103] Published Thu Jan 18, 2024
Onset of Lagrangian chaos: From fractal power spectrum to the absolutely continuous one
Author(s): Rafil V. Sagitov, Igor I. Wertgeim, and Michael A. Zaks
We study fluid motions excited by a spatially periodic force in a plane region with periodic boundary conditions; mean drift in both directions across the domain is nonzero. Under weak force, the flow is stationary; Fourier spectra of velocity for advected tracer particles are singular continuous (fractal). At higher amplitudes of the force, the flow pattern periodically oscillates, ensuring the onset of Lagrangian chaos in tracer dynamics. We illustrate the transformation of the power spectrum from the fractal object to the conventional smooth curve (subplots (i-iv)), and describe the accompanying changes in the pattern of autocorrelation for the tracer velocity.
[Phys. Rev. Fluids 9, 014401] Published Thu Jan 18, 2024
Role of vorticity distribution in the rise and fall of lift during a transverse gust encounter
Author(s): Antonios Gementzopoulos, Girguis Sedky, and Anya Jones
In this paper, we experimentally investigate the flow fields and lift transients associated with transverse gust encounters. We highlight the key differences between inviscid and viscous gust encounters and discuss how contrasting shed vorticity distributions lead to dissimilar lift behavior during the gust exit. Our findings contribute to a refined understanding of the utility of inviscid models in the prediction of loads during atmospheric gust encounters.
[Phys. Rev. Fluids 9, 014701] Published Thu Jan 18, 2024
Absolute and convective instability of a round jet emerging into an ambient medium of different viscosity
Author(s): Jinwei Yang and Vinod Srinivasan
The case of a round jet of one liquid emerging into an ambient medium of a different viscosity is relevant to many industrial mixing situations. A linear spatiotemporal analysis of such a configuration shows that for sufficiently high viscosity contrast, the flow is absolutely unstable. Both axisymmetric and helical modes are unstable, with the axisymmetric mode being slightly dominant. The absolute/convective instability transition boundary defined in terms of viscosity ratio and jet Reynolds number is compared to the results of recent experiments and good agreement is found.
[Phys. Rev. Fluids 9, 013903] Published Wed Jan 17, 2024
Pore-corner networks unveiled: Extraction and interactions in porous media
Author(s): Ninghua Zhan, Yiping Wang, Xiang Lu, Rui Wu, and Abdolreza Kharaghani
A novel pore-corner network extraction method is proposed. To validate our proposed extraction method, a generalized network model is developed to simulate evaporation in a porous medium composed of packed spherical beads. The modeling results are in good agreement with the experimental data, particularly in terms of the variation of liquid distribution over time. Our proposed extraction method not only contributes to disclose the structures of pores and corners in real porous media but also benefits the development of generalized network models that can be employed to understand in detail the multiphase transport in porous media from the pore scale perspective.
[Phys. Rev. Fluids 9, 014303] Published Wed Jan 17, 2024
Level crossings reveal organized coherent structures in a turbulent time series
Author(s): Subharthi Chowdhuri and Tirtha Banerjee
Detection of coherent structures in experiments, when using single-point temporal measurements, poses challenges due to their three-dimensional nature. Past methods, relying on ad hoc thresholds, lacked consistency across studies. To address this, the level-crossing method has been introduced and applied to two datasets of wall-bounded turbulent flows. This method allows the identification of coherent structures in a more objective manner, avoiding the need for arbitrary thresholds. An interesting discovery is that coherent structures influence near-wall turbulence through nonlinear interactions, a phenomenon not discernible through traditional spectral analysis.
[Phys. Rev. Fluids 9, 014601] Published Wed Jan 17, 2024
Undular bore theory for the modified Korteweg–de Vries–Burgers equation
Author(s): L. F. Calazans de Brito and A. M. Kamchatnov
We consider nonlinear wave structures described by the modified Korteweg–de Vries equation, taking into account a small Burgers viscosity for the case of steplike initial conditions. The Whitham modulation equations are derived, which include the small viscosity as a perturbation. It is shown that f…
[Phys. Rev. E 109, 015102] Published Tue Jan 16, 2024
Electro-poroelastohydrodynamics of the endothelial glycocalyx layer and streaming potential in wavy-wall microvessels
Author(s): C. Teodoro, J. Arcos, O. Bautista, and F. Méndez
The study of the endothelial glycocalyx layer (EGL) has been of great interest in recent years due to its direct relationship with human health. Some works have modeled the EGL under the triphasic mixture theory (TMT), considering an electrically charged porous medium interacting with the electrolyte under a pressure gradient. Our study is based on a model that couples the mechanical and electrical interaction, considering TMT, a non-Newtonian electrolyte, and wavy walls using the domain perturbation method, focusing on the shear stresses in the EGL and on the induced streaming potential that can be used as a biocompatible energy source.
[Phys. Rev. Fluids 9, 013101] Published Tue Jan 16, 2024
Onset of Rayleigh-Bénard convection in dielectric liquids with electric conduction
Author(s): Yuxing Peng, R. Deepak Selvakumar, and Jian Wu
The convective flow of dielectric liquids with finite electric conductivity subjected to the simultaneous action of an electric field and a destabilizing temperature gradient is investigated. The instability of the system is studied through modal stability analysis, and it is found that the onset of the flow is delayed when an electric field is applied. Numerical simulations are performed to show the flow patterns and heat transfer characteristics. The dual solutions are highlighted in the bifurcation diagram.
[Phys. Rev. Fluids 9, 013902] Published Tue Jan 16, 2024
Flow stability in shallow droplets subject to localized heating of the bottom plate
Author(s): Khang Ee Pang, Charles Cuvillier, Yutaku Kita, and Lennon Ó Náraigh
When the surface tension of a droplet or a film varies inhomogeneously, a surface-tension gradient occurs, which induces a flow inside the fluid. Thermocapillary flows induced by localized heating have been observed experimentally in millimeter-sized water droplets. In particular, these experiments reveal that when such droplets are heated from below by a localized heat source targeted at the droplet center, a twin vortex pair perpendicular to the substrate is observed. This work aims to obtain some theoretical understanding to explain the onset of such vortices.
[Phys. Rev. Fluids 9, 014003] Published Tue Jan 16, 2024
Spectral analysis for elastica dynamics in a shear flow
Author(s): Lujia Liu, Paweł Sznajder, and Maria L. Ekiel-Jeżewska
Equations are derived for the evolution of a three-dimensional perturbation of a straight slender elastic fiber at an arbitrary orientation in shear flow at low-Reynolds-number. For the orientation in the plane of the shear flow and the flow gradient, the spectral analysis is performed for in-plane and out-of-plane perturbations. The most unstable eigenfunctions and eigenvalues are analyzed and compared to the previous results for the in-plane perturbations in the shear flow, and for arbitrary perturbations in the compressional flow.
[Phys. Rev. Fluids 9, 014101] Published Tue Jan 16, 2024
Simple generalization of kinetic theory for granular flows of nonspherical, oriented particles
Author(s): Dalila Vescovi, Ben Nadler, and Diego Berzi
The collective motion of nonspherical particles displaying preferential alignment can be modeled by extending the kinetic theory of granular gases. A linear dependency on the orientational tensor into the constitutive relations for the stresses, and a balance law for the orientational tensor itself, in which a key role is played by the randomizing effect of collisions, permit to reproduce the discrete simulations of homogeneous shearing flows of cylinders at different aspect ratios.
[Phys. Rev. Fluids 9, L012301] Published Tue Jan 16, 2024
Dispersion and deformation of molecular patterns written in turbulent air
Author(s): Willem van de Water, Nico Dam, and Enrico Calzavarini
This letter “H” is written in turbulent air by tagging molecules in the focus of intense laser beams that cross in space. In the course of 40 microseconds, turbulence deforms and disperses the pattern. It could be used as a way to measure the velocity of the turbulent eddies. However, more importantly, it reveals the intricate interplay between molecular diffusion and turbulent dispersion.
[Phys. Rev. Fluids 9, 014502] Published Fri Jan 12, 2024
Forced and natural dynamics of a clamped flexible fiber in wall turbulence
Author(s): Giulio Foggi Rota, Morie Koseki, Riya Agrawal, Stefano Olivieri, and Marco Edoardo Rosti
In turbulent flows, slender flexible bodies exhibit complex motions such as the swaying of seagrass or the oscillations of a pylon in the wind. Here we characterize the dynamical behavior of a clamped flexible fiber immersed in wall turbulence over a wide range of natural frequencies by DNS. Only two flapping states are possible: one where the fiber oscillates at the characteristic frequency of the largest turbulent eddies and another where the natural structural response dominates. We observe for the first time that in the turbulence dominated regime the fiber always sways at a frequency proportional to the largest scale of the flow, regardless of its structural parameters.
[Phys. Rev. Fluids 9, L012601] Published Fri Jan 12, 2024
Marangoni vortex rings in miscible spreading
Author(s): Anurag Pant and Baburaj. A Puthenveettil
This work investigates the dynamics of a unique, radially expanding vortex ring in a water layer when a miscible, volatile drop of ethanol spreads as a film on the air-water interface. The study unravels the link between the dynamics at the interface and the generation of vorticity in the water layer below it. A novel scaling is proposed for the radius and velocity of such vortex rings, where they are shown to be dependent on time as well as the properties of the drop and the substrate.
[Phys. Rev. Fluids 9, L012701] Published Thu Jan 11, 2024