地下潮汐重力变化和重力系数

Y. Rogister, J. Hinderer, U. Riccardi, S. Rosat
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摘要

利用安装在法国鲁斯特雷尔(Rustrel)低噪音地下实验室(LSBB)地表和地表下 520 米处的两个超导重力仪在 2019 年至 2021 年期间的 471 天内同时记录的优势,我们研究了是否可以探测到两个地点潮汐重力信号之间的差异。首先,我们模拟了地球表面和浅层受太阳和月球潮汐影响而产生的地球重力周期性变化。我们提供了简单球形行星模型的洛夫数、重力系数和重力变化的解析公式。我们还对现实球形地球模型的这些参数和函数进行了数值计算。我们发现,地表和地下 520 米处的半日潮汐重力变化之间的分数差小至 8.5 10-5。接下来,我们评估了 LSBB 两个超导重力仪的校准系数对所记录重力信号振幅的影响。最后,我们计算了 M2 潮汐半昼夜波段地表和地表下测量到的重力变化差的频谱。我们发现,与校准因子相关的不确定性大于地表和 520 米深度潮汐重力变化之间的理论或观测差异。
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Subsurface tidal gravity variation and gravimetric factor
Taking advantage of the simultaneous recording during 471 days between 2019 and 2021 by two superconducting gravimeters installed at the surface and 520 m under the surface at the Low Noise Underground Laboratory (LSBB) in Rustrel, France, we investigate whether a difference between the tidal gravity signals at the two locations can be detected. First, we model the periodical variations of the Earth’s gravity owing to the tidal influence from the Sun and Moon, at the Earth’s surface and at shallow depths. We provide analytical formulas for the Love numbers, gravimetric factor and gravity variation of simple spherical planetary models. We also numerically compute those parameters and function for a realistic spherical Earth model. We find that the fractional difference between the semi-diurnal tidal gravity variations at the surface and 520 m below is as small as 8.5 10−5. We next evaluate the effect on the amplitude of the recorded gravity signal due to the calibration factors of the two superconducting gravimeters at LSBB. Finally, we compute the spectra of the difference between the gravity variations measured on and under the surface in the semi-diurnal band of the M2 tidal wave. We find that the uncertainties associated to the calibration factors are larger than the theoretical or observational difference between the tidal gravity variations on the surface and at a 520-m depth.
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