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通过时间调制匹配突破楚极限的Bang-Bang切换最优性

Optimality of Bang-Bang Switching for Breaking the Chu Limit via Time-Modulated Matching

Mohamed Akrout, Miguel Rodrigo Castellanos

arXiv 2607.23688首次发表:更新:

AI 中文总结

研究通过时间调制匹配突破楚极限的问题,推导非线性微分条件证明可微调制函数次优,得出最优切换轨迹是Bang-Bang分布,还建立上限揭示天线电尺寸与切换时间的关系。

AI 中文摘要

本文表明,通过时间调制匹配超越关于品质因数的楚极限需要非光滑切换策略。我们推导了一个非线性微分条件以表明可微调制函数是次优的,然后表明使楚极限违反最大化的最优切换轨迹是分段常数(Bang-Bang)分布。最后,我们建立了一个连接天线尺寸、切换速度和误码率的上限,这表明随着天线电尺寸变小,切换时间变长。

英文摘要

This paper shows that surpassing the Chu limit on $Q$-factors via time-modulated matching requires non-smooth switching strategies. We derive a nonlinear differential condition to show that differentiable modulation functions are sub-optimal, then show that the optimal switching trajectory for maximizing the violation of the Chu limit is a piecewise-constant (Bang-Bang) profile. Finally, we establish an upper-bound connecting the antenna size, switching speed, and bit error rate, which reveals that switching time becomes longer as antennas become electrically smaller.

CommentsAccepted to the IEEE Asilomar conference 2026

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