Journal of Fluid Mechanics创刊50周年

By 朱克勤. 2006

1,051 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/6d19379f4d28f7beaeeeef1d5c7bb8ba29704d3c

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1. L. Bocquet
2. Michael P. Brenner
3. Julian Bialk'e
4. Emmanuel Stratakis
5. G. Tsibidis
6. Stephan Hoyer
7. Hartmut Lowen
8. Thomas Speck

Citations in the corpus

• Ecological collapse and the emergence of travelling waves at the onset of shear turbulence (2015, background): “Both approaches reflect an important aspect of the dynamics, namely that a certain minimum level of energy is required to sustain turbulent puffs [27], leading to a further connection with extreme value statistics [28].”
• Learning data-driven discretizations for partial differential equations (2018, methodology): “Closely related to this work, neural networks can be used to calculate closure conditions for coarse grained turbulent flow models [15, 16].”
• Flow boundary conditions from nano- to micro-scales. (2006, background): “[47] D. D. Joseph, Journal Of Applied Mechanics 33, 753 (1966).”
• Order from chaos: Observation of large-scale flow from turbulence in a two-dimensional superfluid (2018, unknown): “This would drive the system further into the negative temperature regime, where potentially the condensation transition of the giant Onsager vortex clusters—known as the ‘Einstein–Bose’ or ‘supercondensation’ transition— could be induced [4, 26, 29].”
• Discovery of Algebraic Reynolds-Stress Models Using Sparse Symbolic Regression (2019, methodology): “EARSM, first introduced by [13] and further developed by [14], are nonlinear extensions of LEVM and are commonly derived by projecting Reynolds-stress models (RSM) onto a set of tensorial polynomials [15, 16].”
• Ground-state properties and elementary excitations of quantum droplets in dipolar Bose-Einstein condensates (2016, background): “Although first studies pointed to the possibility that large three-body conservative forces could stabilize the droplets [15, 16], recent works have shown that the most plausible stabilization mechanism is due to quantum fluctuations [14, 17, 18], which play a similar role as that of surface tension”
• Active colloidal suspensions: Clustering and phase behavior (2014, background): “where ri denotes the normalized vector pointing from the particle center to a surface point [60].”
• From ripples to spikes: A hydrodynamical mechanism to interpret femtosecond laser-induced self-assembled structures (2015, background): “(7-12, 17-24) (in [33]) and estimate the conditions that will lead to the formation of the aforementioned transverse structures [36, 40-42].”
• Quantum filaments in dipolar Bose-Einstein condensates (2016, result): “This surprising result, which resembles the Rosensweig instability in ferrofluids [15, 16], points to an up to now unknown stabilization mechanism that plays a similar role as that of surface tension in classical ferrofluids.”