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RESONANT CAVITY FOR THE MEASUREMENT OF MICROWAVE MAGNETIC PERMEABILITY USING THE SMALL PERTURBATION THEORY

机译:利用小扰动理论测量微波磁导率的谐振腔

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The design of a rectangular cavity resonator implies to solve the Maxwell equations inside that cavity, respecting the boundary conditions. The resonance frequencies appear as conditions in the solutions of those equations. When a small piece of a magnetic material is introduced in the cavity, the resonance frequency and the quality factor changes. These effects can be used in the measurement of the permeability of the material. The relations are derived from the perturbation theory of resonant cavities and are simple when we consider only the first-order perturbation in the magnetic field caused by the sample. This is guaranteed when linearity exists between the measured perturbation and the volume of the inserted sample. In this work, a resonant cavity to measure the magnetic permeability of a material, at 2.16 GHz, was developed and characterized.
机译:矩形腔谐振器的设计意味着要在边界条件下求解麦克斯韦方程。在这些方程式的解中,谐振频率作为条件出现。当将一小片磁性材料引入腔中时,谐振频率和品质因数会发生变化。这些效应可用于材料渗透率的测量。这些关系是从谐振腔的扰动理论推导而来的,当我们仅考虑由样本引起的磁场中的一阶扰动时,这种关系就很简单。当测得的扰动与所插入样品的体积之间存在线性关系时,可以保证这一点。在这项工作中,开发并表征了一个谐振腔,用于测量材料在2.16 GHz的磁导率。

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