2007, Vol.10, No.3, pp.297-302
At the present time Volume Free Electron Lasers (VFEL) with volume
distributed feedback (VDFB) are developed actively. It was shown
that VFEL is a dynamical system that has different bifurcation
points depending on various VDBF and other VFEL parameters.
Nonlinear phenomena originating in VFEL are investigated by
methods of mathematical modelling using computer code VOLC.
Parametric map for beam current and detuning parameter from
exact Cherenkov condition presents complicated root to chaos
in two-wave VFEL in Bragg geometry and oscillator generation regime.
This root is carried out via period-doubling cascade and quasiperiodicity.
Key words:
Volume Free Electron Laser, quasi-Cherenkov instability,
numerical modelling, nonlinear integro-differential system,
bifurcations
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