微波腔
耗散因子
切线
微波食品加热
摄动(天文学)
观测误差
电介质
介电损耗
无损压缩
测量不确定度
光学
计算物理学
材料科学
数学
数学分析
物理
光电子学
量子力学
统计
算法
几何学
数据压缩
摘要
Theoretically, the quality factor of a metal resonant cavity will be increased after introducing a lossless dielectric sample. However, this increment of quality factor is not put into the consideration of the calculation of loss tangent measurement for the conventional cavity perturbation method, widely used on the measurements of microwave dielectric properties. Therefore, the conventional resonant perturbation formulas for dielectric loss measurement should be amended. This amendment is introduced in this study and the amended formulas for loss tangent measurement are given. With the amended formulas, no standard sample is required for measurement which simplifies the measuring procedure suggested by the previous publication. In addition, the measuring error on loss tangent on the conventional formula is discussed. Experiments have shown the improvement of measurement accuracy by this modification.
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