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arXiv 1802.05545hep-phastro-ph.COphysics.atom-ph
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用电子磁矩约束屏蔽五分力

Constraining screened fifth forces with the electron magnetic moment

Philippe Brax, Anne-Christine Davis, Benjamin Elder, Leong Khim Wong

摘要:

变色龙理论和量子理论是光标量场如何与引力强度或更大的物质耦合的原型模型,但却避开了地球和太阳系经典引力测试的严格限制。在这项工作中,我们研究如何精确测量的电子磁矩地方有意义的约束变色龙和变色龙。确定了两种影响:首先,虚变色龙和虚磁子在循环中运行,以产生对磁矩的内在值的量子校正;这是一个在标准模型之外的许多情况下在文献中广泛考虑的常见过程。然而,第二种效应是表现出屏蔽的标量场所特有的。在实验真空室内形成了一个标量气泡状轮廓,并对电子施加了第五种力,导致实验测量的系统性变化。在量化后一种效果,我们提出了一种新的方法,结合分析参数和少量的数值模拟,以快速解决大范围的模型参数的气泡状配置文件。两者合计,这两种效应在参数空间的互补区域中产生有趣的约束。虽然我们获得的约束变色龙在很大程度上是没有竞争力的,在现有的文献中,这仍然是最严格的约束,但可以从一个实验,最初不是为了寻找第五种力量。我们打破了更多的地面与duplex,我们的结果排除了一个大的和以前未探索的区域的参数空间。这一成就的核心是量子校正项,它能够将质量限制在$μ\in [10^{-3.88},10^8]\,\text{eV}$范围内的介子,而其他实验迄今为止一次只能灵敏到1或2个数量级。

英文摘要:

Chameleon and symmetron theories serve as archetypal models for how light scalar fields can couple to matter with gravitational strength or greater, yet evade the stringent constraints from classical tests of gravity on Earth and in the Solar System. In this work, we investigate how a precision measurement of the electron magnetic moment places meaningful constraints on both chameleons and symmetrons. Two effects are identified: First, virtual chameleons and symmetrons run in loops to generate quantum corrections to the intrinsic value of the magnetic moment; a common process widely considered in the literature for many scenarios beyond the Standard Model. A second effect, however, is unique to scalar fields that exhibit screening. A scalar bubblelike profile forms inside the experimental vacuum chamber and exerts a fifth force on the electron, leading to a systematic shift in the experimental measurement. In quantifying this latter effect, we present a novel approach that combines analytic arguments and a small number of numerical simulations to solve for the bubblelike profile quickly for a large range of model parameters. Taken together, both effects yield interesting constraints in complementary regions of parameter space. While the constraints we obtain for the chameleon are largely uncompetitive with those in the existing literature, this still represents the tightest constraint achievable yet from an experiment not originally designed to search for fifth forces. We break more ground with the symmetron, for which our results exclude a large and previously unexplored region of parameter space. Central to this achievement are the quantum correction terms, which are able to constrain symmetrons with masses in the range $μ\in [10^{-3.88},10^8]\,\text{eV}$, whereas other experiments have hitherto only been sensitive to 1 or 2 orders of magnitude at a time.

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