作者: R.J. Pogorzelski , P.F. Maccarini , R.A. York
DOI: 10.1109/22.754880
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摘要: The behavior of arrays coupled oscillators has been previously studied by computational solution a set nonlinear differential equations describing the time dependence each oscillator in presence signals from neighboring oscillators. are sufficiently complicated that intuitive understanding phenomena which arise is exceedingly difficult. We propose simplified theory such relative phases represented continuous function defined over array. This satisfies linear partial equation diffusion type, may be solved via Laplace transform. used to study dynamic array oscillators, results when end detuned achieve phase distribution required for steering beam radiated an