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  • Elena V. Grigorieva; Sergey A. Kaschenko
    978-3-319-42860-4
    2017
    Edition 1
    • This book presents an analytical method for description of stronly nonlinear relaxation pulsing in laser systems
    • As a result of asymptotic integration, the original differential system is reduced to a discrete mapping
    • The method is applied to systems of autonomous and non-autonomous ordinary differential equations, as well as to infinite-dimensional delay-differential systems and to partial differential equations in discrete form of coupled systems
    • By analyzing fixed points of the mapping, we conclude about the existence of pulse regimes and their bifurcations
    • By studying maps dynamics, we obtain the conditions for multi-rytmicity (coexistence of pulsings), quasiperiodic and chaotic pulsing
    • Describing the control method using a single short-time external impact to a laser system
    • Examples of controlled fast switching of pulse regimes, phase synchronization in an ensemble of coupled systems and others
    €180 €162
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