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The nature of the spectral gap between bound and leaky solutions when dielectric loss is present in printed-circuit lines

机译:当印刷电路线中存在介电损耗时,结合溶液和泄漏溶液之间的光谱间隙的性质

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For lossless printed-circuit transmission lines, it is known that a spectral gap is present at the transition in frequency between bound and leaky modal solutions, and that the solutions are nonphysical within that gap. This paper examines the corresponding modal behavior when the dielectric substrate material is lossy and reports several new interesting and important results. The new features become particularly clear when the data are displayed on the steepest-descent plane, which itself changes when loss is present and contains a new narrow spectral region that vanishes when the dielectric becomes lossless. Among the other new results we find that the leaky solution reverts to a bound solution at still higher frequencies, in contrast to the lossless case, and that the modal pole solutions are captured by the steepest-descent path at all frequencies, so that an explicit spectral gap is not found in the lossy case examined here.
机译:对于无损印刷电路传输线,已知在有界和有泄漏模态解决方案之间的频率跃迁处存在频谱间隙,并且该解决方案在该间隙内是非物理的。本文研究了介电基板材料有损耗时的相应模态行为,并报告了一些新的有趣且重要的结果。当数据显示在最陡峭的下降平面上时,新功能变得特别清晰,当出现损耗时,其本身会发生变化,并且包含一个新的窄光谱区域,当电介质变得无损耗时,该光谱区域将消失。在其他新结果中,我们发现与无损情况相比,泄漏解在更高的频率下恢复为有界解,并且模态极点解在所有频率下均由最陡下降路径捕获,因此在此处检查的有损情况下未找到频谱间隙。

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