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Low-noise environment for probing fundamental symmetries

F. J. Collings, N. J. Fitch, R. A. Jenkins, J. M. Dyne, E. Wursten, M. T. Ziemba, X. S. Zheng, F. Castellini, J. Lim, B. E. Sauer, M. R. Tarbutt

TL;DR

This work presents a meticulously engineered low-noise environment for electron EDM measurements using a beam of ultracold YbF molecules. It combines ceramic, TiN-coated Al$_2$O$_3$ field plates inside a glass vacuum tube with a four-layer mu-metal shield and an array of atomic magnetometers to suppress magnetic Johnson noise and external magnetic fluctuations, aiming for EDM sensitivity near $d_e\sim10^{-31}~e\,\mathrm{cm}$. Analytical and numerical analyses quantify Johnson-noise contributions from conductors and shields, while detailed measurements validate shielding performance and magnetic-field stability, including $B_E$ correlations with the electric-field reversal. The results establish a practical, broadly applicable framework for high-precision symmetry tests in molecules, atoms, and neutrons, and point to concrete improvements to reach ultimate sensitivity limits.

Abstract

We present the design and characterization of a low-noise environment for measuring the electron's electric dipole moment (EDM) with a beam of molecules. To minimize magnetic Johnson noise from metals, the design features ceramic electric field plates housed in a glass vacuum chamber. To suppress external magnetic noise the apparatus is enclosed within a cylindrical four-layer mu-metal shield with a shielding factor exceeding $10^6$ in one radial direction and $10^5$ in the other. Finite element modelling shows that the difference between these shielding factors is due to imperfect joints between sections of mu-metal. Using atomic magnetometers to monitor the magnetic field inside the shield, we measure noise below 40 fT/$\sqrt{\rm Hz}$ at 1 Hz and above, rising to 500 fT/$\sqrt{\rm Hz}$ at 0.1 Hz. Analytical and numerical studies show that residual magnetic Johnson noise contributes approximately 13 fT/$\sqrt{\rm Hz}$. The background magnetic field averaged along the beamline is maintained below 3 pT, with typical gradients of a few nT/m. An electric field of 20 kV/cm is applied without discharges and with leakage currents below 1 nA. Each magnetometer measures the magnetic field correlated with the direction of the applied electric field with a precision of 0.11 fT in 104 hours of data. These results demonstrate that the apparatus is suitable for measuring the electron EDM with precision at the $10^{-31}$ e cm level. The design principles and characterization techniques presented here are broadly applicable to precision measurements probing fundamental symmetries in molecules, atoms, and neutrons.

Low-noise environment for probing fundamental symmetries

TL;DR

This work presents a meticulously engineered low-noise environment for electron EDM measurements using a beam of ultracold YbF molecules. It combines ceramic, TiN-coated AlO field plates inside a glass vacuum tube with a four-layer mu-metal shield and an array of atomic magnetometers to suppress magnetic Johnson noise and external magnetic fluctuations, aiming for EDM sensitivity near . Analytical and numerical analyses quantify Johnson-noise contributions from conductors and shields, while detailed measurements validate shielding performance and magnetic-field stability, including correlations with the electric-field reversal. The results establish a practical, broadly applicable framework for high-precision symmetry tests in molecules, atoms, and neutrons, and point to concrete improvements to reach ultimate sensitivity limits.

Abstract

We present the design and characterization of a low-noise environment for measuring the electron's electric dipole moment (EDM) with a beam of molecules. To minimize magnetic Johnson noise from metals, the design features ceramic electric field plates housed in a glass vacuum chamber. To suppress external magnetic noise the apparatus is enclosed within a cylindrical four-layer mu-metal shield with a shielding factor exceeding in one radial direction and in the other. Finite element modelling shows that the difference between these shielding factors is due to imperfect joints between sections of mu-metal. Using atomic magnetometers to monitor the magnetic field inside the shield, we measure noise below 40 fT/ at 1 Hz and above, rising to 500 fT/ at 0.1 Hz. Analytical and numerical studies show that residual magnetic Johnson noise contributes approximately 13 fT/. The background magnetic field averaged along the beamline is maintained below 3 pT, with typical gradients of a few nT/m. An electric field of 20 kV/cm is applied without discharges and with leakage currents below 1 nA. Each magnetometer measures the magnetic field correlated with the direction of the applied electric field with a precision of 0.11 fT in 104 hours of data. These results demonstrate that the apparatus is suitable for measuring the electron EDM with precision at the e cm level. The design principles and characterization techniques presented here are broadly applicable to precision measurements probing fundamental symmetries in molecules, atoms, and neutrons.

Paper Structure

This paper contains 19 sections, 12 equations, 15 figures, 2 tables.

Figures (15)

  • Figure 1: Overview of the interaction region, showing the electric field plates, vacuum chambers, magnetometers and magnetic shields. Gravity is along $-x$. Molecules travel along $y$. Electric field is along $z$.
  • Figure 2: Construction of the electric field plates showing how two modules are connected together and how the plates are supported at the two ends.
  • Figure 3: Leakage currents measured at each plate (labelled W and E) as a function of the applied voltage. The measurement is made for two polarities, labelled 1 when W is positive and E is negative, and 2 for the opposite case. The currents flowing to W and E are shown in red and blue, using triangles for polarity 1, and circles for polarity 2.
  • Figure 4: A scan of the work function of a test sample of TiN-coated alumina. This contour plot shows a mean work function of 4753m with an RMS variation across the sample of 54m.
  • Figure 5: Design of the four-layer magnetic shield. A half section is shown.
  • ...and 10 more figures