Control of multistability
AN Pisarchik, U Feudel - Physics Reports, 2014 - Elsevier
Multistability or coexistence of different attractors for a given set of parameters is one of the
most exciting phenomena in dynamical systems. It can be found in different areas of science …
most exciting phenomena in dynamical systems. It can be found in different areas of science …
Coexistence of triple, quadruple attractors and Wada basin boundaries in a predator–prey model with additional food for predators
In biological control programs, the provision of additional food is regarded as one of the
most useful tools for species conservation and pest management. In a system, providing …
most useful tools for species conservation and pest management. In a system, providing …
Unsteady aerodynamic forces estimation on a square cylinder by TR-PIV
The unsteady aerodynamic forces acting on a square cross-sectional cylinder are
investigated by means of time-resolved particle image velocimetry (TR-PIV) at Reynolds …
investigated by means of time-resolved particle image velocimetry (TR-PIV) at Reynolds …
Non-feedback technique to directly control multistability in nonlinear oscillators by dual-frequency driving: GPU accelerated topological analysis of a bubble in water
A novel method to control multistability of nonlinear oscillators by applying dual-frequency
driving is presented. The test model is the Keller–Miksis equation describing the oscillation …
driving is presented. The test model is the Keller–Miksis equation describing the oscillation …
Hysteresis phenomenon in the galloping oscillation of a square cylinder
SC Luo, YT Chew, YT Ng - Journal of Fluids and Structures, 2003 - Elsevier
It is well known that a square cylinder with one side normal to a uniform stream will gallop
when a critical flow velocity is exceeded. It is also quite well known that there is a hysteresis …
when a critical flow velocity is exceeded. It is also quite well known that there is a hysteresis …
Chaos, periodic structures, and multistability: Complex dynamical behaviors of an eco-epidemiological model in parameter planes
The environmental characteristics of a biological system are imbibed in some particular
parameters of that system. Significant changes in any system parameter exert influence on …
parameters of that system. Significant changes in any system parameter exert influence on …
Numerical modeling of flow evolution for an internal solitary wave propagating over a submerged ridge
CM Hsieh, RR Hwang, JRC Hsu, MH Cheng - Wave Motion, 2015 - Elsevier
Numerical simulations are performed to investigate the flow evolution of a depression ISW
propagating over a submerged ridge. A finite volume based Cartesian grid method is …
propagating over a submerged ridge. A finite volume based Cartesian grid method is …
Numerical study on the transformation of an internal solitary wave propagating across a vertical cylinder
MH Cheng, RR Hwang, CM Hsieh - Applied Ocean Research, 2020 - Elsevier
A finite volume method based 3D Cartesian grids is developed to study the effect of cylinder
diameter on the evolution of a depression internal solitary wave (ISW) with different initial …
diameter on the evolution of a depression internal solitary wave (ISW) with different initial …
Effects of initial amplitude and pycnocline thickness on the evolution of mode-2 internal solitary waves
MH Cheng, CM Hsieh, RR Hwang, JRC Hsu - Physics of Fluids, 2018 - pubs.aip.org
Numerical simulations are performed to investigate the effects of the initial amplitude and
pycnocline thickness on the evolutions of convex mode-2 internal solitary waves …
pycnocline thickness on the evolutions of convex mode-2 internal solitary waves …
Nested Cartesian grid method in incompressible viscous fluid flow
In this work, the local grid refinement procedure is focused by using a nested Cartesian grid
formulation. The method is developed for simulating unsteady viscous incompressible flows …
formulation. The method is developed for simulating unsteady viscous incompressible flows …