据作者所知
波导对空腔的激发问题讨论的还很少
在分析这一问题时必须考虑到激发后的空腔对波导的反激发。这里作者引入等效激发场
它同时计及了激发场及反激发场。 利用这一分析可得空腔对波导的等效网络及其参量
网络的形式及参量的值依赖于波导与空腔的连接方式、耦合参量及空腔的调谐情况。 最后通过对三厘米波段吸收式空腔波长计的测量
验证了上述计算公式的正确性。
To the author’s knowledge
not so much has been discussed about the excitation of cavities by a waveguide. In analyzing this problem
it is necessary to consider the re-excitation of the waveguide by the excited cavity. Here the author utilizes the concept of an equivalent exciting field
which conveniently takes into account both the exciting and the reexciting fields.Equivalent networks of the waveguide-cavity system
as well as their parameters
are obtained. The form of the networks and values of their parameters depend upon how waveguide and cavity are connected
and on the coupling parameter and tuning of the cavity.The above results are verified by the measurement of a cavity wavemeter of the absorption type working on 3-cm wavelength.
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