Nonlinear Slow-Wave Propagation On Periodic Schottky Coplanar Lines

D. Jager
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引用次数: 9

Abstract

Nonlinear wave propagation along periodic Schottky slow-wave structures with voltage dependent capacitance is analytically described by simple wave equations. As an examplary result of the theory, a special structure is proposed which can be used for traveling-wave second harmonic generation or parametric amplification with high efficiency. This is experimentally verified on a model line.
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周期性肖特基共面线上的非线性慢波传播
用简单的波动方程解析描述了非线性波沿具有电压依赖电容的周期性肖特基慢波结构的传播。作为该理论的一个实例结果,提出了一种特殊的结构,可以高效地产生行波二次谐波或进行参数放大。在一条模型线上进行了实验验证。
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