## What is/are Dynamics Near?

Dynamics Near - By exactly calculating the magnon spectrum, we find the band splitting due to the magnetic anisotropy can be fully compensated by the external field at a particular strength, which makes its dynamics nearly equivalent to an easy-axis antiferromagnet.^{[1]}CONCLUSION Although hemodynamics nearly normalized, oxygenation did not.

^{[2]}The equivalent circuit of the memristor, derived by small-signal analysis method, is used to study the dynamics near the operating point in the locally-active region.

^{[3]}The dynamics near a fixed point is analyzed by using the method of linearization, and by evaluating the eigenvalues of the Jacobian matrix.

^{[4]}In this study, a series of laboratory experiments were conducted to figure out the behavioral responses of juvenile silver carps to hydrodynamics near the separation zone at the channel confluence.

^{[5]}CONCLUSIONS This work provides further evidence, that the hemodynamics near a bifurcation can be modelled well with a 0D approach, even with different levels of stenosis.

^{[6]}The results present a comprehensive viewpoint to the dynamics near the BHom orbit bifurcation, which presents a novel threshold curve and extends the conditions for the PIR spike.

^{[7]}The dynamics near the surface of glasses can be much faster than in the bulk.

^{[8]}Meanwhile, the dynamics near the infinity of the singularities are obtained by reducing the system’s dimensions on a Poincaré ball.

^{[9]}In order to better understand the dynamics near the Turing–Hopf bifurcation, the amplitude equations are derived by the method of the multiple time scale.

^{[10]}This requires knowledge of both the target species' swimming ability and the hydrodynamics near the entrance.

^{[11]}In particular, we show that local structures characterized by the number of mobile and immobile particles around a central particle markedly differ in the two systems at densities and temperatures where their dynamics show large difference and nearly identical where dynamics nearly overlap.

^{[12]}The equivalent circuit of the memristor, derived by small-signal analysis method, is used to study the dynamics near the operating point in the locally active region.

^{[13]}We study the dynamics near the central singularity in spherically symmetric collapse of a massless scalar field toward Schwarzschild black hole formation.

^{[14]}This modification allows us to explore sandpile-like dynamics near the critical state, with supercritical region corresponding to infrequent large cascades and subcritical zone being characterized by frequent small avalanches.

^{[15]}[1] we have investigated topological objects formed in gluonic fields of SU(3) gluodynamics near the transition temperature.

^{[16]}The effects of ionisation and dynamics near the black hole are examined in simulated spectra with CCD and calorimeter (i.

^{[17]}Center Manifold Theory is employed to investigate the dynamics near a non-hyperbolic critical point.

^{[18]}Applying a modulation method, we also show that we can describe the dynamics near these discrete traveling waves over long times.

^{[19]}CFD simulations were carried out to describe the hydrodynamics near the surface and to relate the shear rate to the impeller Reynolds number.

^{[20]}The purpose of this paper is to determine the dynamics near a generic subsumed homoclinic connection in two dimensions.

^{[21]}We use the center manifold reduction and the normal form method, by means of which the dynamics near this nonhyperbolic equilibrium can be reduced to the study of the dynamics of the corresponding normal form restricted to the associated two-dimensional center manifold.

^{[22]}The theory of nonlocal isothermal hydrodynamics near a solid object derived microscopically in the study by Camargo et al.

^{[23]}Using the theoretical properties of this reduced-order model, we develop an algorithm that estimates an approximation to the dynamics near a cyclic body shape change (a "gait") directly from observational data of shape and body motion.

^{[24]}In this thesis, we focus on small-scale (both in the horizontal and vertical directions) dynamics near the BBL, where enhanced shear, mixing and turbulence exist to facilitate effective WMT above the seafloor.

^{[25]}The 35 channel-floodplain morphodynamics near the Río Colorado terminus extend previous 36 analyses of low-gradient, dryland river systems, particularly because the lack of 37 vegetation and quasi-regular floods drive cascades of rapid changes on sub-decadal 38 timescales.

^{[26]}The objective was to afford insights into the hydrodynamics near the rotor and in the wake, the deformation of rotor blades, and the interaction between the solid and fluid field.

^{[27]}This difference reflects molecular interactions at the interface, indicating that the Tg obtained from the contact angle measurement is sensitive to the dynamics near the polymer/liquid interface.

^{[28]}One parameter continuation reveals that with a delay of just a few days, stable periodic dynamics can be generated of all periods from about one week up to one decade! The long period orbits seem to be generated by several mechanisms, one of which is a canard explosion, for which we approximate the dynamics near the slow manifold.

^{[29]}

## Water Dynamics Near

We found that core-block hydrophobicity and ability to form hydrogen bonds with water strongly affect the water dynamics near the core: water molecules spend considerably less time in contact with the PB block than with PCL and pTHF blocks.^{[1]}We then apply a safety factor to account for the limited number of considered scenarios and a coarse resolution elevation model used to simulate water dynamics near the community.

^{[2]}The results proved that the metal ion effects on water dynamics near a membrane surface can be detected via terahertz spectroscopy, thus providing a novel tool for investigating ion-lipid interactions.

^{[3]}These results provide insights into proton transport mechanisms in fuel cell membranes, and more generally, water dynamics near the interface of confining systems.

^{[4]}

## Particle Dynamics Near

In this case, fluid Reynolds stresses are attenuated, but the inertial particle dynamics near the wall increases the drag via correlated velocity fluctuations, leading to an overall drag increase.^{[1]}This toy model captures key features of particle dynamics near a black hole horizon, and allows us to make three observations.

^{[2]}One aspect of the generalization is that the RBQ model goes beyond the local perturbative-pendulumlike approximation for the wave particle dynamics near the resonance.

^{[3]}With this method, we aim to analyze the effect of size ratio, a = rPS/rpNIPAM, on particle dynamics near the glass transition of a binary colloidal system.

^{[4]}

## Complex Dynamics Near

The control switches from one of the coexisting attractors to a desired one to suppress complex dynamics near grazing events.^{[1]}Finally, we obtain the complex dynamics near the double Hopf bifurcation point, including the existence of quasi-periodic solutions on a 2-torus, quasi-periodic solutions on a 3-torus, and strange attractors.

^{[2]}QCD exhibits complex dynamics near S-wave two-body thresholds.

^{[3]}

## Nonlinear Dynamics Near

At present, most existing methods for tower cranes are proposed by linearizing the original nonlinear dynamics near equilibrium points, which are, thus, prone to suffering from unexpected steady errors due to such factors as unmodeled dynamics, imperfect friction compensation, etc.^{[1]}This paper focuses on the nonlinear dynamics near internal resonance of a truncated FGM conical shell.

^{[2]}Moreover, the reduction of conduction failure rate induced by memristor is well interpreted with the nonlinear dynamics near the bifurcation point, for example, the dynamics of the current threshold to evoke the second action potential from the after-potential following the first one.

^{[3]}

## Bubble Dynamics Near

Through the comparison of bubble dynamics near a movable and a fixed plate, the FSI effect is found to induce a significant increase in the jet impact velocity and the corresponding impact pressure.^{[1]}Bubble dynamics near a convex plate with and without a hole is investigated using boundary element method.

^{[2]}Various bubble dynamics near the boundary in an acoustic field play a significantly important role in destructive erosion which has been associated with applications in industry cleaning, chemical engineering and biomedicine.

^{[3]}

## Sediment Dynamics Near

The quantification of stream-sediment dynamics near jetties provides crucial information for stream-restoration design and decision-making, specifically for bioengineering design implementation.^{[1]}In this study, we embedded the University of New South Wales Sediment model into the Princeton Ocean Model, which includes a three-dimensional wave module to study sediment dynamics near a sandy spit in Sanniang Bay in the South China Sea.

^{[2]}The void size population and statistics of particle trajectories bring insight into the sediment dynamics near fluidization conditions.

^{[3]}

## Spatiotemporal Dynamics Near

This novel algorithm can be widely used to classify the spatiotemporal dynamics near the Turing-Hopf bifurcation point.^{[1]}Through investigating the dynamics of the corresponding normal form of Turing-Hopf bifurcation induced by diffusion and delay, the spatiotemporal dynamics near this bifurcation point can be divided into six categories.

^{[2]}

## Flow Dynamics Near

The latter reveals a nontrivial dependence with respect to the small perturbation parameter of the slow flow dynamics near the fold point, involving the fractional exponents 1/3 and 2/3.^{[1]}A firm understanding of these processes needs an accurate prescription of flow dynamics near the interface which (in turn) hinges on an appropriate description of interface conditions along the interface of free-porous media.

^{[2]}

## Spin Dynamics Near

A low switching current density and a fast switching speed is demonstrated in this system, due to the highly efficient topological surface states and the fast spin dynamics near compensation point in ferrimagnets.^{[1]}The same theory is also able to describe the experimentally observed critical slowdown of the spin dynamics near the magnetization compensation temperature, emphasizing the role played by the orbital momentum in static and ultrafast magnetism of ferrimagnets.

^{[2]}

## Eccentricity Dynamics Near

In discs with sharp edges a very small value of the softening parameter ς (≲ 10−3) is required to correctly reproduce eccentricity dynamics near the disc boundaries; this finding is relevant for modelling planetary rings.^{[1]}In discs with sharp edges a very small value of the softening parameter $\varsigma$ ($\lesssim 10^{-3}$) is required to correctly reproduce eccentricity dynamics near the disc boundaries; this finding is relevant for modelling planetary rings.

^{[2]}

## Slow Dynamics Near

Further, the convergence to this equilibrium is often wave-like and related to slow dynamics near a second hyperbolic equilibrium on the boundary.^{[1]}Voronoi tessellation analysis shows reasonable agreement with previous results and our models include structural units believed to have slow dynamics near glass transition and responsible for the excellent glass forming ability of this metallic glass.

^{[2]}

## Fast Dynamics Near

Due to the ultra-fast dynamics near the compensation point, this 3D-FIM IMC device can operate with ultra-low energy consumption (~18 aJ) and ultra-high speed (~25 ps).^{[1]}Ferrimagnetic insulators promise low-power and high-speed spintronic applications, thanks to their insulating nature and fast dynamics near compensation points.

^{[2]}

## dynamics near parallel

A simple Markovian theory for the prediction of averages and correlations of discrete hydrodynamics near parallel solid walls is presented.^{[1]}A simple theory for discrete nonlocal hydrodynamics near parallel solid walls with extended friction forces is given.

^{[2]}

## dynamics near compensation

Ferrimagnetic insulators promise low-power and high-speed spintronic applications, thanks to their insulating nature and fast dynamics near compensation points.^{[1]}A low switching current density and a fast switching speed is demonstrated in this system, due to the highly efficient topological surface states and the fast spin dynamics near compensation point in ferrimagnets.

^{[2]}

## dynamics near tipping

Here we develop a deep learning algorithm that can detect EWS in systems it was not explicitly trained on, by exploiting information about normal forms and scaling behaviour of dynamics near tipping points that are common to many dynamical systems.^{[1]}Here we develop a deep learning algorithm that provides EWS in systems it was not explicitly trained on, by exploiting information about normal forms and scaling behavior of dynamics near tipping points that are common to many dynamical systems.

^{[2]}