MICROSCOPE: systematic errors
arXiv:2112.10559 · doi:10.1088/1361-6382/ac49f6
Abstract
The MICROSCOPE mission aims to test the Weak Equivalence Principle (WEP) in orbit with an unprecedented precision of 10 on the Eötvös parameter thanks to electrostatic accelerometers on board a drag-free micro-satellite. The precision of the test is determined by statistical errors, due to the environment and instrument noises, and by systematic errors to which this paper is devoted. Systematic error sources can be divided into three categories: external perturbations, such as the residual atmospheric drag or the gravity gradient at the satellite altitude, perturbations linked to the satellite design, such as thermal or magnetic perturbations, and perturbations from the instrument internal sources. Each systematic error is evaluated or bounded in order to set a reliable upper bound on the WEP parameter estimation uncertainty.
To be released in CQG MICROSCOPE Special Edition
References in corpus (8)
- Space test of the Equivalence Principle: first results of the MICROSCOPE mission
- Result of the MICROSCOPE Weak Equivalence Principle test
- Regression analysis with missing data and unknown colored noise: application to the MICROSCOPE space mission
- MICROSCOPE instrument in-flight characterization
- MICROSCOPE mission analysis, requirements and expected performance
- MICROSCOPE Mission scenario, ground segment and data processing
- Validation of the in-flight calibration procedures for the MICROSCOPE space mission
- MICROSCOPE mission: Data analysis principle
Cited by in corpus (8)
- MICROSCOPE mission: final results of the test of the Equivalence Principle
- Result of the MICROSCOPE Weak Equivalence Principle test
- MICROSCOPE instrument in-flight characterization
- MICROSCOPE's constraint on a short-range fifth force
- MICROSCOPE mission analysis, requirements and expected performance
- MICROSCOPE Mission scenario, ground segment and data processing
- MICROSCOPE mission: Data analysis principle
- On the first test of the Weak Equivalence Principle in low Earth orbit