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基于扩展TLM的腔体内壁封装吸波材料屏蔽效能研究

Research on the Shielding Effectiveness of Wave-absorbing Materials Encapsulated Inside Cavity Based on Extended TLM

  • 摘要: 针对开孔金属腔体内壁封装吸波材料可有效提高腔体屏蔽效能的特点,采用扩展传输线法(TLM)理论,建立了腔体内壁封装石墨烯(Graphene)及复合吸波材料Ni/rGO的屏蔽效能计算模型。首先,根据平面波辐照开孔腔体,建立了计算模型的等效电路图;然后,推导出了腔体内壁封装吸波材料的等效阻抗解析式;最后,应用传输线方法求解出了所建立模型的电场屏蔽效能。结果表明:在设定的频率范围内,本文的计算结果与数值仿真软件CST计算结果吻合度较好,验证了扩展TLM的有效性;与空腔体相比封装吸波材料后腔体屏蔽效能会显著提高,并且相对介电常数越大的复合吸波材料对电磁波屏蔽效果越好;封装吸波材料后腔体的谐振频率会发生偏移;随着封装吸波材料厚度的增加腔体屏蔽效能也随之提高。

     

    Abstract: A shielding effectiveness calculation model for cavity inner wall encapsulated graphene and composite absorbing material Ni/rGO was established based on the extended transmission line method (TLM) theory, considering the effective improvement of cavity shielding effectiveness by encapsulating absorbing materials on the inner wall of perforated metal cavity. Firstly, the equivalent circuit diagram of the calculation model is established according to the plane wave irradiation of the open cavity; then, the equivalent impedance analytical equation of the wave-absorbing material encapsulated in the inner wall of the cavity is derived; finally, the electric field shielding effectiveness of the established model is solved by applying the transmission line method. The results show that: in the set frequency range, the calculation results of this paper and the numerical simulation software CST calculation results match well, which verifies the validity of the extended TLM; compared with the empty cavity after encapsulation of wave-absorbing materials cavity shielding effectiveness will be significantly improved, and the larger the relative permittivity of the composite wave-absorbing materials on the electromagnetic shielding effect of the electromagnetic wave; encapsulation of wave-absorbing materials after the resonance frequency of the cavity will be offset; with the increase in the thickness of the encapsulated wave-absorbing materials cavity shielding effectiveness. The cavity shielding effectiveness increases with the increase of the thickness of the encapsulated wave-absorbing material.

     

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