毫米波鳍线电感阵列等效电路的统一计算公式
GENERAL FORMULAE FOR THE EQUIVALENT CIRCUIT PARAMETERS OF INDUCTIVE FIN-LINE STRUCTURES
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摘要: 本文利用场匹配法和对称网络的本征值,推导并给出了毫米波鳍线电感网络等效电路参量的计算公式。结果表明,电感参量值随鳍线和鳍厚的增加而减少,随频率的升高而增大。取不同模数对金属镀层的r=2.22的介质基片电感鳍的计算表明,不连续区域中高次模数M大于80,均匀波导中的反射高次模数大于20时,等效网络电感参量的计算误差小于1%。单金属片和单金属镀层介质鳍的结果分别与有关文献中给出的结果相同。
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关键词:
- 波导不连续性; 波导滤波器; 毫米波鳍线
Abstract: General formulae for the equivalent circuit parameters of multi-fin-line structures are derived by using field matching technique and eigenvalue concept. Several inductive fin-line structures are analysed with this formula. Inductive parameters of the equivalent circuit of these structures decrease as the number of the fins increases and the thickness of the fins becomes greater. When frequency goes higher, the circuit parameters x, and xp become bigger. The parameters decrease as the distances between each two metal fins gocs further apart. With different moe number considered in the computation, the inductive parameters of dielectric fin (r=2.22) sandwiched in two metal sheets are analysed. The results show that then the mode number in continuous region and discontinuous region are greater than 20 and 80 respectively, errors due to truncation are less than 1%. In the case of single metal inductive fin and dielectric fin sandwiched in two metal sheets, the calculated data with this method are in good agreement with those calculated by variation method and S parameter method respectively. -
刘策等,西安交通大学学报,20(1986), 51-58.[2]Y. Shih, IEEE Trans. on MTT, MTT-31(1983), 135-142.[3]F. Arandt, et al., IEEE Trans. on MTT. MTT-32(1984), 1391-1394.[4]A. Vahldieck, et al., IEEE Trans. on MTT, MTT-33(1985), 1333-1339.
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