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10.3847/1538-3881/abf097

This work quantitatively examines the recent proposal of tidal circularization by resonance locking, where tidal dissipation arises from resonances between the star’s natural oscillation frequencies and harmonics of the orbital frequency, and where resonances are “locked” for an extended period of time due to concurrent stellar evolution.

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10.3847/1538-4357/ac088e

We study the effects of tidal resonance locking, in which the planet locks into resonance with a tidally excited stellar gravity mode.

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10.1088/1742-6596/1837/1/012003

Unsteady frequency response of in-plane electro-thermal MEMS-based cantilever sensors can cause up-/down-shifting of the resonance phase, which becomes an inhibitive factor in resonance locking using a phase-locked loop setup.

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10.3389/fspas.2021.663026

We also discuss the theoretical approaches used to model these tidal oscillations and relevant complications such as non-linear mode coupling and resonance locking.

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10.17863/CAM.70562

We also discuss the theoretical approaches used to model these tidal oscillations and relevant complications such as non-linear mode coupling and resonance locking.

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Resonance Locking

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Oct 04, 2024

What is/are Resonance Locking?

Resonance Locking - This work quantitatively examines the recent proposal of tidal circularization by resonance locking, where tidal dissipation arises from resonances between the star’s natural oscillation frequencies and harmonics of the orbital frequency, and where resonances are “locked” for an extended period of time due to concurrent stellar evolution. ^[1] We study the effects of tidal resonance locking, in which the planet locks into resonance with a tidally excited stellar gravity mode. ^[2] Unsteady frequency response of in-plane electro-thermal MEMS-based cantilever sensors can cause up-/down-shifting of the resonance phase, which becomes an inhibitive factor in resonance locking using a phase-locked loop setup. ^[3] We also discuss the theoretical approaches used to model these tidal oscillations and relevant complications such as non-linear mode coupling and resonance locking. ^[4] We also discuss the theoretical approaches used to model these tidal oscillations and relevant complications such as non-linear mode coupling and resonance locking. ^[5]