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A water drop can occupy multiple equilibrium states, which relate to different local minimal energy.
We use a simple model of micro-vascular blood flow to explore conditions that give rise to multiple equilibrium states in a three-node micro-vascular network.
We show that multiple equilibrium states are possible, and we use our analytical and computational tools to design an experiment for validation.
Our study shows that the external magnetic field alters the elastic limit point, does not lead to equilibrium solutions below certain value of internal pressure, and can give rise to multiple equilibrium states for a given value of pressure.
Previous studies have shown that reciprocal sign epistasis with two fitness peaks of unequal height involves multiple equilibrium states, i.e. below one critical parameter value, such as a critical recombination rate, one genotype may be fixed, and above it, another one may be fixed.
The results not only show the important roles of phase transition nonlinearity in bringing multiple equilibrium states and their fast switches, but also provide a solid experimental base for the identification of metastable regions as well as further management of the undesired dynamic responses of vibration system where NiTi is used as a nonlinear damping spring.
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The solutions illustrate that the translating beam has multiple stable equilibrium states in the supercritical speed regime.
In this high-speed region, the translating beam undergoes large overall buckling deformations leading to multiple and bifurcated equilibrium states.
In that paper, analysis of steady response revealed that the beam possesses multiple, non-trivial equilibrium states when translating at supercritical speeds.
The existence of multiple exponentially stable equilibrium states and periodic solutions is investigated for Hopfield-type quaternion-valued neural networks (QVNNs) with impulsive effects and both time-dependent and distributed delays.
Because cooperativity implies multiple and unequal binding equilibrium states, the resulting Kd is a rough estimation of the average dissociation constant.
More suggestions(14)
multiple equilibrium codes
multiple transition states
multiple equilibrium paths
multiple equilibrium modes
multiple equilibrium configurations
multiple equilibrium designs
multiple oxidation states
multiple equilibrium phases
multiple equilibrium points
multiple gene states
multiple equilibrium stages
multiple equilibrium distributions
multiple equilibrium steps
multiple excitation states
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