Titlebook: Energy Flow Theory of Nonlinear Dynamical Systems with Applications; Jing Tang Xing Book 2015 Springer International Publishing Switzerlan

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Sozialpsychiatrie als Wirkungsforschung,he energy flow behaviour of fixed points, periodical solutions or closed orbits as well as their stabilities. Some stability theorems in the energy flow forms are presented and two examples, a planar system and the Van der Pol’s equation are investigated to illustrate the applications of the develop

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https://doi.org/10.1007/978-3-662-25039-6r dynamical system is expanded into the Taylor series at zero equilibrium point, and is approximated to the first order of disturbance. The corresponding energy flow equation is approximated to the form of second order of disturbance. Using a summation decomposition of a matrix, the non-symmetrical

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Sozialpsychologie der Organisationow theorem relying upon the coordinate transformations transforms the general system into its normal form in the energy flow space, from which dynamical information can be deduced from the Taylor series of an energy flow at a single point. In this chapter, we shall consider dynamical properties whic

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Rechtsextremismus in der Psychotherapiem and Marsden (1978 / 1980); Guckenheimer and Holmes (1983); Thompson and Stewart (1986); Zhu (1996, 2003). This chapter discusses the Hamiltonian system from the point view of energy flows. After giving the general fundamental equation governing Hamiltonian systems, its energy flow equations as wel

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