首页> 外文期刊>Physical Review, A >Scrutinizing Al-like V-51(10+), Cr-53(11+), Mn-55(12+), Fe-57(13+), Co-59(14+), Ni-61(15+), and Cu-63(16+) ions for atomic clocks with uncertainties below the 10(-19) level
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Scrutinizing Al-like V-51(10+), Cr-53(11+), Mn-55(12+), Fe-57(13+), Co-59(14+), Ni-61(15+), and Cu-63(16+) ions for atomic clocks with uncertainties below the 10(-19) level

机译:细化Al类V-51(10 +),Cr-53(11 +),Mn-55(12 +),Fe-57(13 +),Co-59(14 +),Ni-61(15+) )和用于不确定性低于10(-19)水平的原子钟的Cu-63(16+)离子

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摘要

We investigate the transition between the fine structure levels of the ground state, 3p(2)P(1/2) -> 3p(2)P(3/2), of the highly charged Al-like V-51(10+), Cr-53(11+), Mn-55(12+), Fe-57(13+), Co-59(14+), Ni-61(15+), and Cu-63(16+) ions for frequency standards. To comprehend them as prospective atomic clocks, we determine their transition wavelengths, quality factors, and various plausible systematics during the measurements. Since most of these ions have nuclear spin I = 3/2, uncertainties due to dominant quadrupole shifts can be evaded in the F = 0 hyperfine level of the 3p(2)P(3/2) state. Other dominant systematics such as quadratic Stark and black-body radiation shifts have been evaluated precisely demonstrating the feasibility of achieving high accuracy, below 10-19 fractional uncertainty, atomic clocks using the above transitions. Moreover, relativistic sensitivity coefficients are determined to find out the aptness of these proposed clocks to investigate possible temporal variation of the fine structure constant. To carry out these analysis, a relativistic coupled-cluster method considering Dirac-Coulomb-Breit Hamiltonian along with lower-order quantum electrodynamics interactions is employed and many spectroscopic properties are evaluated. These properties are also of immense interest for astrophysical studies.
机译:我们研究了高电荷Al状V-51(10+)的基态3p(2)P(1/2)-> 3p(2)P(3/2)的精细结构能级之间的过渡),Cr-53(11 +),Mn-55(12 +),Fe-57(13 +),Co-59(14 +),Ni-61(15+)和Cu-63(16+)离子用于频率标准。为了将它们理解为预期的原子钟,我们在测量过程中确定了它们的跃迁波长,品质因数以及各种合理的系统。由于这些离子大多数具有核自旋I = 3/2,因此在3p(2)P(3/2)状态的F = 0超细能级下,可以避免由于四极杆显性位移引起的不确定性。已对其他主要系统(例如二次Stark和黑体辐射偏移)进行了精确评估,从而证明了使用上述转换方法来实现高精度,低于10-19的分数不确定性和原子钟的可行性。此外,确定相对论的灵敏度系数以找出这些拟议时钟的适用性,以研究精细结构常数的可能时间变化。为了进行这些分析,采用了考虑狄拉克-库仑-布赖特哈密顿量和低阶量子电动力学相互作用的相对论耦合簇方法,并评估了许多光谱性质。这些性质对于天体物理学研究也具有极大的意义。

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