period doubling
Nonequilibrium ferroelectric ferroelastic 10 nm nanodomains : wrinkles, period doubling, and power law relaxation
... period doubling. So one possibility is that these data show a period doubling of domain stripe widths within a wrinkled ...phase. Period doubling is not possible within the ...
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Period doubling and Neimark–Sacker bifurcations of plant–herbivore models
... discussed period-doubling and Hopf bifurcations for a plant–herbivore model incorporating plant toxicity in the functional re- sponse of plant–herbivore ...
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ANALYSIS ON STABILITY OF PERIODIC POINTS, PERIOD DOUBLING BIFURCATION AND LYPUNOV EXPONENT IN A CHAOTIC MODEL
... a period doubling route to ...through period doubling bifurcations we built up appropriate numerical methods to obtain periodic points and bifurcation points of different periods 2 0 , 2 1 , 2 ...
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Spatial Period Doubling Agglomeration of a Core Periphery Model with a System of Cities
... Remark 2 Proposition 5 serves as a generalization of the study of Tabuchi and Thisse (2009) [27] who conducted a local analysis (linearized eigenprob- lem) for the flat distribution of the racetrack economy to predict of ...
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Period Doubling Phenomenon as the Origin of Electron Properties
... Period doubling is a universal property of nonlinear dynamical systems, as shown by M. Feigenbaum [10]. If the natural constants are the same everywhere, then the Planck units can be used as a universal ...
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A Five Mode System of the Navier Stokes Equations on a Torus
... varying width, the strange attractors and limit cycles appear alternately at some Reynolds number. Through more delicate and difficult calculation we obtain the following details: at Re = 58.88... the strange attractor ...
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Empirical assessment of bifurcation regions within new Keynesian models
... that period doubling bifurcation is most likely to arise in New Keynesian models with the forward-looking monetary policy rules, and in those cases usually occurs for large values of the parameter a 2 , ...
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Harmonic Analysis in Discrete Dynamical Systems
... the period doubling cas- cade of the original ...its period doubling cascade can easily be calcu- ...a period-p orbit (or HC), the periods of the orbits calculated are 2p, 4p, 8p, … ...
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Bifurcation theory of a square lattice economy: Racetrack economy analogy in an economic geography model
... Whereas real economic activities accommodate models of various kinds, we refer to a specific economic geography model, i.e., that of Forslid and Ottaviano (2003) [11] in favor of its analytical tractability. There are ...
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Fundamental Constants in Time from the Big-Bang
... (5) A real 3-dimensional system can oscillate about x, y, and z-axes (roll, pitch, yaw). These are mutually orthogonal oscillations and are normally called system degrees of freedom. Period doubling can ...
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Evolution of the L1 halo family in the radial solar sail CRTBP
... and period-doubling bifurcations, and deriving a new boundary-value problem formu- lation to continue the folds and Krein collisions, we track bifurcations and changes in the linear stability of the ...
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Dynamics of of single- and multicontact external cavity semiconductor lasers under intracavity frequency sweeping: effects of material and laser parameters.
... ing, period doubling with the increase in the tuning speed, irregular blue tuning, output asymmetry caused by self-phase modulation) are qualitatively similar to the behavior of long-cavity ring lasers ...
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A model for aperiodicity in earthquakes
... In this paper we use the full nonlinear term in the numer- ics and find many different types of solutions to the system of a single block. Figure 2 shows the dynamics of the single block from Fig. 1, under such a new ...
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An Analysis of Chinese 4G Telecom Market
... This paper which explores a dynamic system by chaos means is likely to be a new approach to analyze a real market. Current research of this field requires further process and expansion. It is a price competition between ...
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Structural Stability of the Generalized Taylor Rule
... Due to the increased dimensionality of the system, we have four eigenvalues for the Jacobian matrix where we have two pairs of complex-conjugate eigen- values. Either pair has the potential to display the bifurcation ...
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New Stable Period Gait in Compass Model Wen-ya Hu 1Jian Diao2 Shi-qi Xiong 3and Ke-feng Zhao 4
... Abstract. This paper presents a new steady periodic gait in the compass model. It is proved that the model has period-four gait and the new gait lead to chaos through period- doubling bifurcation. ...
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On Universality of Transition to Chaos Scenario in Nonlinear Systems of Ordinary Differential Equations of Shilnikov’s Type
... a period doubling bifurcation of the original stable cycle takes place and for a ∈ [ ...double period cycle is observed, for a ∈ [ ...of period 4, for a ∈ [ 1.355,1.376 ] we found a cycle of ...
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The mechanism of non-linear photochemical oscillations in the mesopause region
... a period of two ...two-day period, which is important for further ...the period doubling ...a period of one day and a small addition corresponding to the new ...
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Stability Analysis in Positive Output and Negative Output DC to DC Converters Used in Renewable Energy Applications
... Abstract: The renewable energy source plays a major role in the grid side power production. The stability analysis is very essential in the renewable energy converters. In this paper the bifurcation is analyzed in ZETA ...
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Bi Stable Spiral Waves: Stepped Spiral Waves
... ), period- doubling bifurcation ...a period-doubling bifurcation route. But this period-doubling bi- furcation doesn’t play a central role in the organization of stepped spiral ...
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