the Creative Commons Attribution 4.0 License.
the Creative Commons Attribution 4.0 License.
The possible 5.9 years oscillation identification from superconducting gravimeter observations
Abstract. Surface gravity changes aroused by the periodic ∼5.9 years oscillation (referred to as SYO) are important for understanding its origin and may further constrain Earth’s deep interior dynamics, but such signals have not been directly observed. In this study, we combine multiple spectra methods to analyze six usable superconducting gravimeter (SG) residual series in Western Europe, Canada, and Australia between 1996 and 2019; and try to extract the possible SYO signals from surface gravity observations. The amplitudes of the recovered possible SYO gravity changes vary from 0.5 to 0.9 μGal at different observatories. Comparisons with a derived time‐varying gravity model indicate that the phases of gravity SYO may also have a spherical harmonic Y22 spatial distribution. The corresponding amplitude transform factors δ/h between the observed and modeled signals for different SG stations are about 2.9, greater than the ratio of ~1.9 for the corresponding tidal Love numbers. The observed amplitudes are also quite different from the predictions of the possible mechanisms suggested by previous studies. Although the SYO is believed to have originated from core motions, our findings mean that the potential physical mechanism should be much more complicated than any existing one. We suggest that the MAC waves arising from the interplay between Magnetic, Archimedes, and Coriolis forces could be a possible excitation source of the SYO. We believe our gravity observation results should help interpret the SYO in the future.
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Wei Luan and Hao Ding
Status: open (until 15 Apr 2023)
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CC1: 'Comment on egusphere-2023-202', Paul PUKITE, 15 Mar 2023
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I understand that the signal being analyzed is a residual of the original meaurement after removal of tidal etc. effects. Yet, a 6 year period does appear in tidal harmonics. As an integer it aligns as a multiple of the annual cycle and with the wavenumber=0 symmetry of the lunar nodal cycle Tn=27.2122 days interfering with the lunar anomalistic cycle Ta=27.5545 days. So that 1/Tn - 1/Ta = 1/ (6 y), to close precision assuming 365.25 days -- ~5.99 years. What does this imply? As a longitidudinally independent measure it can describe a point in the Moon's orbit whereby the Moon's declination and distance wrt to the Earth are extremes (as well as the Sun given the annual multiple alignment), implying a cyclical extreme torque applied to the axis.
The other near 6 year conection pertains to the Chandler wobble, whereby the lunar nodal cycle synchronizes with a semi-annual impulse with an envelope of ~6.4 years, according to modular arithmetic mod(365.25/ 27.2122, 0.5) = 1/433d (Chandler wobble cycle) and so beat envelope of 1/433d - 1/365.25d = 1/6.4y when mixed with the annual cycle. This value is observed in all Chandler wobble measurements when the Chandler wobble is mixed with and thus interferes with the annual wobble, see e.g. https://agupubs.onlinelibrary.wiley.com/doi/pdf/10.1029/98JB02527
Neither of these alignments are often invoked in the literature, as the nodal or draconic cycle is largely dismissed in favor of the tropical or synodic lunar cycle of 27.32 days , which is a longitudinally-centric measure, and thus irrelevant to the spherical symmetry of the Earth's mantle, atmosphere, and axis of rotation inertial moment. See Mathematical Geoenergy (Wiley/AGU, 2018).
Citation: https://doi.org/10.5194/egusphere-2023-202-CC1 -
RC1: 'Comment on egusphere-2023-202', Anonymous Referee #1, 29 Mar 2023
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The comment was uploaded in the form of a supplement: https://egusphere.copernicus.org/preprints/2023/egusphere-2023-202/egusphere-2023-202-RC1-supplement.pdf
Wei Luan and Hao Ding
Wei Luan and Hao Ding
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