Micro-strip filter composed of C-shaped resonance pairs
A technology of microstrip filters and resonators, applied in waveguide devices, electrical components, circuits, etc., can solve the problems of increasing design synthesis difficulty and structure realization difficulty, large and complex filter size, etc., and achieves easy design and small size Dimensional, topologically simple effects
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Embodiment 1
[0039] Such as Image 6 As shown, a microstrip filter composed of C-shaped resonant pairs, including: N C-shaped resonant pairs, where the value of N is 3, and the three C-shaped resonators are CRP 1, CRP 2, and CRP 3, respectively. The formed filter is a 6-order filter; the three C-shaped resonant pairs are arranged in a straight line according to the linear topology to form a C-shaped resonant pair queue; the C-shaped resonant pair queue is provided with an input resonator and an output resonant The input resonator and the output resonator are respectively connected with high impedance lines, the high impedance line at the input end is connected with the input feeder line to realize the input coupling of the filter, and the high impedance line at the output end is connected with the output feeder line to realize The output coupling of the filter, the two together realize the external coupling of the filter.
[0040] Preferably, CRP 1 includes two oppositely placed C-shaped ...
Embodiment 2
[0048] Image 6 In the 6th-order C-band filter, the X-band microstrip filter can be obtained by adjusting the resonant frequency of the resonant pair and the coupling coefficient between the resonant pair, and its frequency response is as follows Figure 10 Shown in thin line. If you want to get a response curve with higher near-end suppression and better square coefficient, you can add CRP on this basis to form a higher-order filter. Therefore, in this filter, you can increase the number of C-shaped resonant pairs , to further improve the out-of-band suppression.
[0049] Therefore, on the basis of Example 1, as Figure 9 As shown, two CRPs are added to the 6th-order filter to form a 10th-order filter with the same frequency band. Its response curve see Figure 10 . Comparing the response curves of the 6th-order and 10th-order filters, it can be seen that after the number of CRPs increases to 5, the transmission zeros on the left and right sides of the passband are close...
Embodiment 3
[0051] The number N of CRPs is selected as 3, that is, the filter order is 6, and the structure of the 6th-order Ka-band filter on the ceramic substrate is as follows: Figure 12 shown. Its electrical performance curve is as Figure 14 As shown by the light-medium curve, there are transmission zeros at both ends of the passband that improve out-of-band rejection, while the circuit maintains a simple topology.
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