A study of the surface tension controlled regime of oil spread, by Lee, Robert A. S.

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Comprehensive condensation flow regimes in air gap membrane distillation: Visualization and energy efficiency by Warsinger, David Elan Martin, Swaminathan, Jaichander, Morales, Lucien L., Lienhard, John H.

“…System-level numerical modeling is used to further understand the impact of these flow regimes on overall energy efficiency, including flux and GOR. …”
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Disparate quasiballistic heat conduction regimes from periodic heat sources on a substrate by Zeng, Lingping, Chen, Gang

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Extending the range of validity of Fourier's law into the kinetic transport regime via asymptotic solution of the phonon Boltzmann transport equation by Peraud, Jean-Philippe M., Hadjiconstantinou, Nicolas

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Energies and lifetimes of electrons and excitons in Si20 modeled by many-body Green’s function theory by He, Yi, Zeng, Taofang

“…The quasiparticle lifetimes in Si[subscript 20] are calculated by the GWΓ method and can be categorized into a high-energy regime and a low-energy regime. In the high-energy regime, the scaled lifetimes of electrons and holes in Si[subscript 20] are calculated to be 104 and 30 fs eV[superscript 2], respectively, which are close to the corresponding bulk theoretical values in the literature. …”
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Expansion and retraction dynamics in drop-on-drop impacts on nonwetting surfaces by Damak, Maher, Varanasi, Kripa

“…We identify capillary and viscous regimes for the retraction and accurately model the retraction rate in each regime. …”
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Dynamics of a hybrid vibro-impact oscillator: canonical formalism by Farid, Maor

“…Abstract Hybrid vibro-impact (HVI) oscillations is a strongly nonlinear dynamical regime that involves both linear oscillations and collisions under periodic, impulsive, or stochastic excitation. …”
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Quasiparticle lifetimes in magnesium clusters modeled by self-consistent GWΓ calculations by He, Yi, Zeng, Taofang

“…In the high-excitation-energy regime, scaled lifetimes of hot electrons converge to the range of 21–24 fs eV[superscript 2]. …”
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Geometry mediated friction reduction in Taylor-Couette flow by Raayai-Ardakani, Shabnam, McKinley, Gareth H

“…Good agreement between experiments and computational predictions is found for both azimuthal Couette flow and the Taylor vortex regime.…”
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Levitation of fizzy drops by Panchanathan, Divya, Bourrianne, Philippe, Nicollier, Philippe, Chottratanapituk, Abhijatmedhi, Varanasi, Kripa K, McKinley, Gareth H

“…Last, we generalize this new regime to different kinds of chemically reactive droplets able to jump from the Cassie-Baxter state to a levitating regime, paving the way to the levitation of nonvolatile liquids.…”
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Probabilistic Description of Extreme Events in Intermittently Unstable Dynamical Systems Excited by Correlated Stochastic Processes by Mohamad, Mustafa A., Sapsis, Themistoklis P.

“…The unstable regime is inherently transient, and in order to analyze this regime we characterize the statistics under the assumption of an exponential growth phase and a subsequent decay phase until the system is brought back to the stable attractor. …”
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Anderson Localization of Thermal Phonons Leads to a Thermal Conductivity Maximum by Mendoza, Jonathan M, Chen, Gang

“…By analyzing the sample-to-sample fluctuations in the dimensionless conductance, g, the transition from diffusive to localized transport is identified as the crossover from the multichannel to single-channel transport regime g ≈ 1. Single parameter scaling is shown to hold in this crossover regime through the universality of the probability distribution of g that is independent of system size and disorder strength.…”
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Confinement-induced stabilization of the Rayleigh-Taylor instability and transition to the unconfined limit by Alqatari, Samar, Videbæk, Thomas E, Nagel, Sidney R, Hosoi, Anette E., Bischofberger, Irmgard

“…With increasing spacing, the system transitions from the limit of stability where mass diffusion dominates over buoyant forces, through a regime where the gap sets the wavelength of the instability, to the unconfined regime governed by the competition between buoyancy and momentum diffusion. …”
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Quasi-Ballistic Heat Transfer From Metal Nanostructures on Sapphire by Minnich, Austin Jerome, Chen, Gang

“…While ultrafast techniques can provide the time resolution to observe heat transfer in this regime, the minimum size of the heated region is restricted by diffraction to approximately 1 μm, which is larger than phonon MFPs in many materials. …”
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Non-Equilibrium Statistical Physics of Currents in Queuing Networks by Chernyak, Vladimir Y., Chertkov, Michael, Goldberg, David A., Turitsyn, Konstantin

“…The transition between the two regimes can be described as a dynamical second order phase transition. …”
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Lattice ellipsoidal statistical BGK model for thermal non-equilibrium flows by Meng, Jianping, Zhang, Yonghao, Radtke, Gregg A., Shan, Xiaowen, Hadjiconstantinou, Nicolas

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A minimization principle for the description of modes associated with finite-time instabilities by Babaee, Hessameddin, Sapsis, Themistoklis P.

“…We demonstrate that the time-dependent subspace captures the strongly transient non-normal energy growth (in the short-time regime), while for longer times the modes capture the expected asymptotic behaviour.…”
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Mobility and pore-scale fluid dynamics of rate-dependent yield-stress fluids flowing through fibrous porous media by Shahsavari, Setareh, McKinley, Gareth H

“…Our numerical simulations show that the critical Bingham number at which the flow transitions from a fully-yielded regime to locally unyielded regions depends on the medium porosity. …”
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An Application of WKBJ Theory for Triad Interactions of Internal Gravity Waves in Varying Background Flows by Voelker, Georg S, Akylas, Triantaphyllos R., Achatz, Ulrich

“…An analysis using a multiple-scale WKBJ (Wentzel–Kramers–Brillouin–Jeffreys) expansion identifies two distinct scaling regimes, a linear off-resonance regime, and a nonlinear near-resonance regime. …”
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Substrate-Induced Modulation of Signal Transduction Networks by Del Vecchio, Domitilla, Jiang, Peng, Ventura, Alejandra C., Sontag, Eduardo D., Merajver, Sofia D., Ninfa, Alexander J.

“…These two conditions, which we call "limit regime" and "intermediate regime," were associated with increased or decreased response times, respectively. …”
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