Streamwise and doubly-localised periodic orbits in plane Poiseuille flow

S Zammert, B Eckhardt - Journal of fluid mechanics, 2014 - cambridge.org
We study localised exact coherent structures in plane Poiseuille flow that are relative
periodic orbits. They are obtained from extended states in smaller periodically continued …

State space geometry of the chaotic pilot-wave hydrodynamics

NB Budanur, M Fleury - Chaos: An interdisciplinary journal of nonlinear …, 2019 - pubs.aip.org
We consider the motion of a droplet bouncing on a vibrating bath of the same fluid in the
presence of a central potential. We formulate a rotation symmetry-reduced description of this …

[HTML][HTML] 不可压壁湍流中基本相干结构

杨强, 袁先旭, 陈坚强, 涂国华 - 空气动力学学报, 2019 - html.rhhz.net
条带和流向涡作为壁湍流中的两类基本相干结构, 对于理解壁湍流的生成演化具有重要意义.
本文首先回顾了充分发展不可压壁湍流中, 这两类基本相干结构从近壁区到远壁区 …

Complexity of the laminar-turbulent boundary in pipe flow

NB Budanur, B Hof - Physical Review Fluids, 2018 - APS
Over the past decade, the edge of chaos has proven to be a fruitful starting point for
investigations of shear flows when the laminar base flow is linearly stable. Numerous …

Upper edge of chaos and the energetics of transition in pipe flow

NB Budanur, E Marensi, AP Willis, B Hof - Physical Review Fluids, 2020 - APS
In the past two decades, our understanding of the transition to turbulence in shear flows with
linearly stable laminar solutions has greatly improved. Regarding the susceptibility of the …

Crises and chaotic scattering in hydrodynamic pilot-wave experiments

G Choueiri, B Suri, J Merrin, M Serbyn, B Hof… - … Journal of Nonlinear …, 2022 - pubs.aip.org
Theoretical foundations of chaos have been predominantly laid out for finite-dimensional
dynamical systems, such as the three-body problem in classical mechanics and the Lorenz …