Reduction of magnetic perturbation for SR-POEM

TL;DR

This paper investigates magnetic shielding configurations for SR-POEM, a test of the weak equivalence principle, to reduce magnetic perturbations and meet strict acceleration measurement accuracy.

Contribution

It introduces and analyzes multi-shield configurations using analytic and finite element methods to effectively reduce magnetic perturbations in SR-POEM.

Findings

Configurations with two and three shields achieve required magnetic field reduction.

Finite element analysis confirms effectiveness of shielding designs.

Analytic formulas align well with FEA results for certain configurations.

Abstract

SR-POEM is a Galilean test of the weak equivalence principle(WEP) that aims to measure the fractional acceleration difference $\eta$ with a mission uncertainty $\sigma(\eta)=1\times 10^{-17}$for a pair of test substances. It is to be conducted during the low-drag free fall portion of a sounding rocket flight. The interaction of the magnetic field gradient with tiny remanent magnetic moment of the test masses (TMs) will produce a spurious acceleration that is not sufficiently reduced by a single Mu-metal shield. In this paper, we study configurations with two and three shields. Approximate analytic formulae are used to study the shielding factor as a function of geometry. We use finite element analysis (FEA) to determine the magnetic field and gradient for certain cases that fit the mission requirements. FEA results are compared with analytic expressions wherever appropriate. Several configurations reduce both axial and transverse magnetic field by at least the required factor of $4\times 10^5$.