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Accuracy estimation of global tide models using continuous gravity observation data in northern China

机译:中国北方综合重力观测数据的全球潮汐模型的准确性估计

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摘要

To evaluate the applicability of the global tide models for tide correction in China, this paper firstly assessed the data accuracy of ten gravity observation from 2016 to 2018, and then made the accuracy assessment for the seven global tide model by the evaluation indicators such as the root mean square (RMS), the root sum square (RSS), latitude dependence of the gravimetric amplitude factor, and residual gravity. The result shows that some of the evaluation indicators have achieved or even surpassed the accuracy of the early superconducting gravimeters in ten gravity observations. For example, the RMS of the m_2 gravimetric amplitude factor was less than 0.000 70, withthe highest RMS about 0.000 14, and the stability of five main tide waves was less than 0.001 5. As for the ten observed and the seven global tide models, the RSS of DDW-NHi and M2001 models with the Earth's oblateness influence is only about 0.288×10~(-8) m/s~2, which is smaller than others. Comparison of the tide corrected accuracies by Molodensky, DDW-NHi, M2001, and the observed tide models suggests that residual gravity corrected by DDW-NHi (±0.4×10~(-8) -±1.0×10~(-8) m/s~2) is larger than that by observed one (±0.1 ×10~(-8)-±0.5×10~(-8) m/s~2) for Wushi gravity observatory with the highest tide accuracy, but still smaller than that by m~2001 (±0.7×10~(-8)-+1.4×10~(-8) m/s~2). Furthermore, the residual gravity corrected by DDW-NHi is less about 1 ×10~(-8)-2×10~(-8) m/s~2 than by the traditional Molodensky model.
机译:为了评估中国全球潮流模型的适用性在中国的潮流纠正,首先评估了2016年至2018年的十大重力观测的数据准确性,然后通过评估指标(如)为七个全球潮汐模型进行了准确性评估根均线(RMS),根总量方形(RSS),重量幅度因子的纬度依赖性,以及剩余重力。结果表明,一些评估指标已经实现或甚至超过了十个重力观测中早期超导重力的准确性。例如,M_2重量幅度因子的RMS小于0.000 70,最高RMS约为0.000 14,五个主潮波的稳定性小于0.001 5.至于观察到的十个和七个全球潮汐模型, DDW-NHI和M2001模型的RSS具有地球尺寸影响的型号仅为0.288×10〜(-8)m / s〜2,其小于其他0.288×10〜(-8)m / s〜2。 Molodensky,DDW-NHI,M2001和观察到的潮汐模型的潮汐校正精度的比较表明,DDW-NHI校正的残留重力(±0.4×10〜(-8) - ±1.0×10〜(8)m / s〜2)大于观察到的(±0.1×10〜(-8) - ±0.5×10〜(-8)m / s〜2),用于浪费天文台,潮汐准确性最高,但仍然小于M〜2001(±0.7×10〜(-8) - + 1.4×10〜(-8)m / s〜2)。此外,由DDW-NHI校正的残余重力小于传统Molodensky模型的约1×10〜(-8)-2×10〜(-8)m / s〜2。

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  • 来源
    《Oceanographic Literature Review》 |2021年第6期|1188-1189|共2页
  • 作者

    J. Wei; H. Hao; X. Zhang;

  • 作者单位

    Key Laboratory of Earthquake Geodesy China Earthquake Administration Wuhan 430071 China;

    Key Laboratory of Earthquake Geodesy China Earthquake Administration Wuhan 430071 China;

    Key Laboratory of Earthquake Geodesy China Earthquake Administration Wuhan 430071 China;

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