This research represents a significant extension of the Quasi-Periodic Deterministic Law of Seismic Systems (Gu, 2026; DOI: 10.5281/zenodo.19770270). After validating the deterministic nature of energy release in terrestrial, lunar (~13.606d), and Martian (~8-sol) systems, we here explore the Moon's potential as a "tuned" gravitational-wave sensor. We introduce the "High-Q Planetary Resonator" model, drawing parallels between RF resonant circuits and lunar elastic response. This paper provides the theoretical basis for a new discipline: Gravitational-Wave Seismology, reinforcing the principle that seismic systems are coherent sensors of external gravitational forcing. 本研究提出了一种将月球作为天然行星级“引力波天线”的原创物理设想。基于月震数据中发现的 13.606 天相锁定周期规律,本文论证了月球地壳在长期潮汐疲劳作用下形成的亚稳态裂纹网络,具有非线性阈值放大效应。 通过引入“地震活动度 S作为宏观状态变量,我们定义了探测微弱时空扰动的双层物理机制:(1) 基于月球高 Q 值本征振荡模态的“谐振调谐”;(2) 基于相锁定特性的信噪比增强。这一框架将断裂力学、行星地震学与广义相对论有机结合,为探测低频引力波提供了一种不同于地面干涉仪的全新行星物理范式。 本文是“地震系统准周期确定性定律”(Gu, 2026; DOI: 10.5281/zenodo.19770270, DOI: 105281/zenodo.19994867) 的重要理论推拓展。
Gu et al. (Sat,) studied this question.