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arXiv 1310.1850astro-ph.GAastro-ph.CO
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银道面上电子-质子质量比空间变化的极限

Limits on the spatial variations of the electron-to-proton mass ratio in the Galactic plane

S. A. Levshakov, D. Reimers, C. Henkel, B. Winkel, A. Mignano, M. Centurion, P. Molaro

摘要:

目标。通过限制银河系平面天体中测量的电子-质子质量比mu = m_e/m_p的分数变化来验证爱因斯坦等效原理(局部位置不变性)。方法.在Medicina 32-m和Effelsberg 100-m射电望远镜上对NH_3(1,1)逆温线和其它分子的纯转动线(即所谓的氨方法)的暗云进行了高分辨率光谱观测,以测量转动和逆温跃迁之间的径向速度偏移Δ RV = V_rot-V_inv,这两种跃迁对μ值具有不同的敏感性。结果在我们之前的观测(2008-2010)中,平均偏移<Delta RV>= 0.027+/-0.010 km/s [3 sigma置信水平(C.L.)]被测量。为了测试可能隐藏的错误,我们在2010-2013年对分子核心样本进行了额外的观察。结果表明,径向速度存在振幅约为0.02 km/s的系统误差。HC 3 N(2-1)、HC 5 N(9-8)、HC 7 N(16-15)、HC 7 N(2 - 1 -20)和HC 7 N(23-22)的旋转跃迁和NH 3(1,1)的反转跃迁的径向速度之间的平均偏移<Delta RV>= 0.003+/-0.018 km/s(3 sigma C.L.)。当根据Δ mu/mu=(mu_obs-mu_lab)/mu_lab解释时,该值将mu变化限制在Δ mu/mu &lt; 2*10^{-8}(3 sigma C.L.)的水平,这是对基于天文观测的μ的分数变化的最严格限制。

英文摘要:

Aims. To validate the Einstein equivalence principle (local position invariance) by limiting the fractional changes in the electron-to-proton mass ratio, mu = m_e/m_p, measured in Galactic plane objects. Methods. High resolution spectral observations of dark clouds in the inversion line of NH3(1,1) and pure rotational lines of other molecules (the so-called ammonia method) were performed at the Medicina 32-m and the Effelsberg 100-m radio telescopes to measure the radial velocity offsets, Delta RV = V_rot - V_inv, between the rotational and inversion transitions which have different sensitivities to the value of mu. Results. In our previous observations (2008-2010), a mean offset of <Delta RV> = 0.027+/-0.010 km/s [3 sigma confidence level (C.L.)] was measured. To test for possible hidden errors, we carried out additional observations of a sample of molecular cores in 2010-2013. As a result, a systematic error in the radial velocities of an amplitude ~0.02 km/s was revealed. The averaged offset between the radial velocities of the rotational transitions of HC3N(2-1), HC5N(9-8), HC7N(16-15), HC7N(21-20), and HC7N(23-22), and the inversion transition of NH3(1,1) <Delta RV> = 0.003+/-0.018 km/s (3 sigma C.L.). This value, when interpreted in terms of Delta mu/mu= (mu_obs - mu_lab)/mu_lab, constraints the mu-variation at the level of Delta mu/mu < 2*10^{-8} (3 sigma C.L.), which is the most stringent limit on the fractional changes in mu based on astronomical observations.

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