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The hyperfine interactions in CsF

机译:CsF中的超精细相互作用

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The molecular beam electric resonance technique has been used to examine the hyperfine spectrum of CsF to determine the nuclear quadrupole interaction of the cesium nucleus. A total of 95 transitions in vibrational states v = 0 - 5 and rotational states J = 1 - 8 have been included in a fit to determine the cesium nuclear quadrupole and spin-rotation interactions, the fluorine spin-rotation interaction, and the tensor and scalar parts of the spin-spin interaction. Vibration and rotation dependencies of these constants have been determined, allowing correction for zero point vibration effects. This experimental Cs nuclear quadrupole coupling constant when combined with the electric field gradient calculated using a relativistic coupled cluster method yields a nuclear quadrupole moment of the Cs nucleus equal to eQ=-3.43098 mbarn. The vibrational dependence of the coupling constant is smaller than the theoretical estimate. The coupling constants we have determined are the following: eQ_(Cs)q_(Cs) = 1245.598(10) - 14.322(25)(v+1/2) + 0.080(14) * (v + 1/2)~2 + 0.0040(22)9v + 1/2)~3 - 0.00209(59)J(J + 1) + 0.00048(40)(v + 1/2)J(J + 1), c_(Cs) = 0.66177(14) - 0.01509(28)(v + 1/2) + 0.000550(94)(v + 1/2)~2, c_F = 15.08163(84) - 0.1744(14) * (v + 1/2) + 0.00234(41)(v + 1/2)~2 - 0.000093(13)J(J + 1, c_3 = 0.92713(53) - 0.00917(83)(v + 1/2) + 0.00097(29)(v + 1/2)~2, c_4 = 0.62745(30) - 0.00903(22)(v + 1/2). All values are in kHz units, with one standard deviation uncertainty estimates in the last two digits shown in ().
机译:分子束共振技术已被用于检查CsF的超精细光谱,以确定铯核的核四极相互作用。拟合中总共包含了95个振动状态v = 0-5跃迁和旋转状态J = 1-8跃迁,以确定铯核四极相互作用和自旋旋转相互作用,氟自旋旋转相互作用以及张量和自旋相互作用的标量部分。确定了这些常数的振动和旋转依赖性,从而可以校正零点振动效应。当与使用相对论耦合簇方法计算出的电场梯度结合时,该实验性Cs核四极耦合常数产生Cs核的核四极矩等于eQ = -3.43098 mbarn。耦合常数的振动依赖性小于理论估计值。我们确定的耦合常数如下:eQ_(Cs)q_(Cs)= 1245.598(10)-14.322(25)(v + 1/2)+ 0.080(14)*(v + 1/2)〜2 + 0.0040(22)9v + 1/2)〜3-0.00209(59)J(J +1)+ 0.00048(40)(v + 1/2)J(J +1),c_(Cs)= 0.66177( 14)-0.01509(28)(v + 1/2)+ 0.000550(94)(v + 1/2)〜2,c_F = 15.08163(84)-0.1744(14)*(v + 1/2)+ 0.00234 (41)(v + 1/2)〜2-0.000093(13)J(J +1,c_3 = 0.92713(53)-0.00917(83)(v + 1/2)+ 0.00097(29)(v +1) / 2)〜2,c_4 = 0.62745(30)-0.00903(22)(v + 1/2)。所有值均以kHz为单位,最后一个数字中有一个标准偏差不确定性估计值显示在()中。

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