[1] ABBOTT B P, ABBOTT R, ABBOTT T D et al. Observation of gravitational waves from a binary black hole merger[J]. Physical Review Letters, 116, 061102(2016).

[2] WANNER G. Space-based gravitational wave detection and how LISA Pathfinder successfully paved the way[J]. Nature Physics, 15, 200-202(2019).

[3] [3] SALA L. Residual test mass acceleration in LISA Pathfinder: indepth statistical analysis physical sources[D]. Trento: University of Trento, 2023.

[4] ZHANG H Y, XU P, YE Z Q et al. A systematic approach for inertial sensor calibration of gravity recovery satellites and its application to Taiji-1 mission[J]. Remote Sensing, 15, 3817(2023).

[5] SONG CH X, YU X, BAI S P. Design of athermalization optical machine structure for optical axis stability detection system[J]. Chinese Optics, 17, 909-920(2024).

[6] GUO R X, JIA X J, XIE CH D. Compact nonclassical light source——“Squeezer”[J]. Acta Physica Sinica, 51, 1262-1267(2002).

[7] CAÑIZARES P, CONCHILLO A, GARCÍA-BERRO E et al. The diagnostics subsystem on board LISA pathfinder and LISA[J]. Classical and Quantum Gravity, 26, 094005(2009).

[8] [8] MATEOS I, DIAZAGUILÓ M, GESA L, et al. Magic field measurement using chipscale magometers in eLISA[C]. Journal of Physics: Conference Series, IOP Publishing, 2015: 012028.

[9] MATEOS I, RAMOS-CASTRO J, LOBO A. Low-frequency noise characterization of a magnetic field monitoring system using an anisotropic magnetoresistance[J]. Sensors and Actuators A: Physical, 235, 57-63(2015).

[10] DIAZ-AGUILÓ M, GARCÍA-BERRO E, LOBO A. Theory and modelling of the magnetic field measurement in LISA PathFinder[J]. Classical and Quantum Gravity, 27, 035005(2010).

[11] MATEOS I, DÍAZ-AGUILÓ M, RAMOS-CASTRO J et al. Interpolation of the magnetic field at the test masses in eLISA[J]. Classical and Quantum Gravity, 32, 165003(2015).

[12] LIU B B, YANG ZH, QIANG L E et al. Magnetic field recovery technique based on distance weighting multipole expansion method[J]. Europhysics Letters, 143, 59003(2023).

[13] SPANTIDEAS S T, CAPSALIS C N. Validation of a source identification method for prediction of low-frequency magnetic fields in space missions[J]. IEEE Magnetics Letters, 9, 1-5(2018).

[14] [14] TROUGNOU L. Ecss space systems electromagic compatibility hbook[C]. 2012 ESA Wkshop on Aerospace EMC, IEEE, 2012: 16.

[15] TSATALAS S, VERGOS D, SPANTIDEAS S T et al. A novel multi-magnetometer facility for on-ground characterization of spacecraft equipment[J]. Measurement, 146, 948-960(2019).

[16] [16] JACKSON J D. Classical Electrodynamics[M]. New Yk: Wiley, 1999.

[17] CHAI G ZH, HUANG L, QIAO L. Effect of the on-board residual magnetism on inertial sensors[J]. Chinese Optics, 12, 515-525(2019).

[18] [18] VITALE S. Effect of eddy currents on downconversion of magic noise[J]. Memo LISA Technology Package, 2007.

[19] [19] TROUGNOU L. Ac magic susceptibility of LisaPF test masses[R]. ESTEC, 2007.

[20] [20] FERTIN D, TROUGNOU L. LisaPF test masses acceleration noise due to eddy currents[R]. ESTEC, 2007.

[21] YANG F C, BAI Y ZH, HONG W et al. A charge control method for space-mission inertial sensor using differential UV LED emission[J]. Review of Scientific Instruments, 91, 124502(2020).

[22] SUMNER T J, MUELLER G, CONKLIN J W et al. Charge induced acceleration noise in the LISA gravitational reference sensor[J]. Classical and Quantum Gravity, 37, 045010(2020).

[23] TASKINEN J, YLIRUUSI J. Prediction of physicochemical properties based on neural network modelling[J]. Advanced Drug Delivery Reviews, 55, 1163-1183(2003).

[24] DIAZ-AGUILO M, LOBO A, GARCÍA–BERRO E. Neural network interpolation of the magnetic field for the LISA Pathfinder Diagnostics Subsystem[J]. Experimental Astronomy, 30, 1-21(2011).

[25] XU L. A proportional differential control method for a time-delay system using the Taylor expansion approximation[J]. Applied Mathematics and Computation, 236, 391-399(2014).

[26] SHEVTSOVA I. On the accuracy of the approximation of the complex exponent by the first terms of its Taylor expansion with applications[J]. Journal of Mathematical Analysis and Applications, 418, 185-210(2014).

[27] LU G Y, WONG D W. An adaptive inverse-distance weighting spatial interpolation technique[J]. Computers & Geosciences, 34, 1044-1055(2008).

[28] ALAEE R, ROCKSTUHL C, FERNANDEZ-CORBATON I. An electromagnetic multipole expansion beyond the long-wavelength approximation[J]. Optics Communications, 407, 17-21(2018).

[29] [29] HE K M, ZHANG X Y, REN SH Q, et al. Deep residual learning f image recognition[C]. Proceedings of the 2016 IEEE Conference on Computer Vision Pattern Recognition, IEEE, 2016: 770778.

[30] [30] RANGANATHAN A. The levenbergmarquardt algithm[J]. Tutal on LM algithm, 2004, 11(1): 101110.

[31] [31] CHEN T Q, GUESTRIN C. XGBoost: a scalable tree boosting system[C]. Proceedings of the 22nd ACM SIGKDD International Conference on Knowledge Discovery Data Mining, Association f Computing Machinery, 2016: 785794.

[32] [32] MATEOS I, DIAZAGUILÓ M, GIBERT F, et al. Magic back action effect of magic senss f eLISANGO[C]. 9th International LISA Symposium, ASP, 2013: 341345.

[33] STONE E C, FRANDSEN A M, MEWALDT R A et al. The advanced composition explorer[J]. Space Science Reviews, 86, 1-22(1998).

[34] [34] KESKAR N S, SOCHER R. Improving generalization perfmance by switching from Adam to SGD[J]. arXiv: 1712.07628, 2017.