太赫兹范围中空介质波导的杂散模式滤波器

A. I. Goroshko
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引用次数: 0

摘要

杂散的he12和HE−+31模式不仅产生于中空介质波导的不均匀性[1,2](即弯曲、断裂(或不连续)等),而且当波导(以及工作的HE11模式)受到微波振荡器和激光的激励时也会产生。它们和HE11很像,是线极化的。因此,这些模式可以很好地抑制,使用围绕谐振器构建的滤波器作为一个由一维线光栅包围的部分。E矢量偏振平行于导线。对于任意长度的这种类型的谐振器,通过谐振器的模式HEnm功率传输的因子δ,包括上述模式的衰减常数和相变常数ßnm,由以下表达式确定:式中,T和R是单个光栅的功率传输和反射因子,而Φ是从光栅反射的波相位。通过谐振腔的峰值微波功率传输发生在谐振腔长度用方程表示的情况下,其中q为半波数,谐振腔长度为δ的HEnm模式,λ为波导中的HEnm模式波长。
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The spurious-mode filter of a THz-range hollow dielectric waveguide
The spurious HE12and HE−+31modes are brought about not only in the hollow dielectric waveguide inhomogeneities [1,2] (namely, bendings, breaks (or discontinuities), etc),but also when the waveguide (along with an operating HE11 mode) becomes energized from the microwave oscillator and the laser. They, much like HE11, are linearly polarized. In consequence of this, these modes can well be suppressed using the filter built around the resonator acting as a segment bounded by one-dimensional wire gratings. The E vector polarization is parallel to wires. For an arbitrary length of this type of resonator the factor δ of the mode HEnm power transmission through the resonator, including the attenuation constant of the above mode and the phase-change constant ßnm, is determined by the following expression: equations where T and R are the power transmission and reflection factors for a single grating, whereas Φ is the wave phase being reflected from the grating. The peak microwave power transmission through the resonator occurs with a resonator length expressed as equations where q is the half-wave number the HEnmmode for the resonator length of δ, λ is the HEnm mode wavelength in the waveguide.
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