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Depolarization studies on low-depolarizing Cu/Ti and Ni(Mo)/Ti neutron supermirrors

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arxiv 2503.22561 v1 pith:KYQNV3JS submitted 2025-03-28 physics.ins-det

classification physics.ins-det
keywords neutrondepolarizationexperimentspolarizedbeammeasuredreflectiontext
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abstract

Neutron supermirrors (SMs) are a crucial part of many scattering and particle physics experiments. So far, Ni(Mo)/Ti SMs have been used in experiments that require to transport a polarized neutron beam due to their lower saturation magnetization compared to Ni/Ti SMs. However, next generation $\beta$ decay experiments require SMs that depolarize below $10^{-4}$ per reflection to reach their targeted precision. The depolarization of a polarized neutron beam due to reflection from Ni(Mo)/Ti SMs has not yet been measured to that precision. Recently developed Cu/Ti SMs with a very low saturation magnetization compared to Ni(Mo)/Ti may serve as an alternative. In this paper, we test the performance of both mirrors. At a first stage, we present four-states polarized neutron reflectivity (PNR) curves of Ni(Mo) and Cu monolayers measured at the neutron reflectometer SuperADAM and perform a full polarization analysis, showing a difference between the magnetic scattering length density (mSLD) of both materials, with Cu having a lower mSLD than Ni(Mo). These results are corroborated with the full polarization analysis of four-states PNR curves of $m=2$ Ni(Mo)/Ti and Cu/Ti SMs. In a second stage, we measured the depolarization ($D$) that a polarized neutron beam suffers after reflection from the same Ni(Mo)/Ti and Cu/Ti SMs by using the Opaque Test Bench setup. We find upper limits for the depolarization of $D_\text{Cu/Ti(4N5)}<7.6\times 10^{-5}$, $D_\text{Ni(Mo)/Ti}<8.5\times 10^{-5}$, and $D_\text{Cu/Ti(2N6)}<6.0\times 10^{-5}$ at the $1\sigma$ confidence level, where (4N5) corresponds to a Ti purity of $99.995\%$ and (2N6) to $99.6\%$. The uncertainties are statistical. These results show that all three SMs are suitable for being used in next generation $\beta$ decay experiments. We found no noticeable dependence of $D$ on the $q$ value or the magnetizing field, in which the samples were placed.

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