A dual-mode circular high order cavity filter of substrate integration waveguide
A substrate-integrated waveguide and circular cavity technology, applied in the high-frequency field, can solve the problems of inability to design and process, the influence of metallized through holes of the SIW main mode filter is too large, and achieve flat band-pass characteristics and reduced tolerances. , the effect of increasing the cavity size
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Embodiment 1
[0020] Embodiment 1 Ka-band two-cavity dual-mode filter
[0021] The filter structure is shown in Figure 3. 31 is an inductive metal coupling window, 32 is two symmetrical circular dual-mode cavities, and 33 is an input and output microstrip line for testing. The radius of the circular cavity of a single substrate integrated waveguide is 5.45mm, and the whole filter is composed of two identical cavity folds, the layout is relatively compact, and the whole filter is centrally symmetrical. The substrate adopts Rogers5880 with a dielectric constant of 2.2 and a thickness of 0.5mm. A substrate with a higher dielectric constant can reduce the cavity size. The measured transmission characteristics of the filter are shown by the solid line in Figure 4. The measured loss is about 1.7dB. This loss includes the loss caused by the test connector, microstrip feeder and gradient line. After deducting these effects, the actual loss of the filter will be smaller. The filter is designed in...
Embodiment 2
[0022] Embodiment 2 Q-band two-cavity dual-mode filter
[0023] In order to better verify the characteristics of the circular high-order dual-mode filter, Example 2 designs a two-cavity filter with the same principle in the Q-band, which is composed of two identical circular cavity folds, and the entire filter The device is centrally symmetrical. The radius of the circular cavity is 4mm, and the substrate is Rogers5880 with a thickness of 0.254mm and a dielectric constant of 2.2. The measured transmission characteristics of the filter are shown in the solid line in Figure 6. The measured loss is about 2.39dB, including the loss of the test connector, microstrip feeder and gradient line. The filter is designed in the Q band, the 3dB passband bandwidth is approximately from 39.3GHz to 44.3GHz, and the relative bandwidth is 12%. The test results are very consistent with the simulation results, the four poles in the band and the zeros outside the band are very obvious, and the l...
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