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PURE VIBRATIONAL SPECTROSCOPY OF S-0 FORMALDEHYDE BY DISPERSED FLUORESCENCE

机译:分散荧光法测定S-0甲醛的纯振动光谱

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Dispersed fluorescence spectra from the 0(00) rotational level of 4(0), 4(1), 5(1), and 3(1)4(1) S-1 formaldehyde (H2CO) have been recorded. From these spectra, 198 new vibrational states have been assigned with energies up to 12500 cm(-1), and their positions have been determined to within an uncertainty of 1 cm(-1). The assignment of vibrational lines to specific vibrational states becomes increasingly cm difficult at the higher energy regions of the spectra (>9000 cm(-1)) due to extensive state mixing. Harmonic and first-order anharmonic vibrational constants were extracted from fits to these vibrational states. For states with highest zero-order coefficient squared greater than 35%, the standard deviation of the spectroscopic fit is 6.9 cm(-1). For states which are lower energy (<9500 cm(-1)) and relatively pure (zero-order coefficient squared greater than 0.75 or largest in a given cm normal mode combination), the standard deviation is 1.7 cm(-1). Good agreement with ab initio vibrational constants calculated by Martin et al. [J. Mol. Spectrosc. 160, 105 (1993)] is achieved, except in cases where all observed states contributing to the determination of a particular constant are significantly mixed. These deviations are readily explained by a consideration of anharmonic vibrational interactions that occur among specific combinations of normal modes. The average mean deviation between all experimentally determined energies and a recent theoretical calculation by Burleigh et al. [J. Chem. Phys. 104, 480 (1996)] is 2.6 cm(-1). (C) 1996 American Institute of Physics. [References: 37]
机译:从0(00)旋转水平为4(0),4(1),5(1)和3(1)4(1)S-1甲醛(H2CO)记录了分散的荧光光谱。从这些光谱中,已经分配了198个新的振动状态,其能量高达12500 cm(-1),并且确定了它们的位置在1 cm(-1)的不确定性范围内。由于广泛的状态混合,在频谱的较高能量区域(> 9000 cm(-1)),将振动线分配给特定振动状态变得越来越困难。从对这些振动状态的拟合中提取谐波和一阶非谐振动常数。对于最高零阶系数平方大于35%的州,光谱拟合的标准偏差为6.9 cm(-1)。对于能量较低(<9500 cm(-1))和相对纯净的状态(零阶系数平方大于0.75或给定cm标准模式组合中的最大值),标准偏差为1.7 cm(-1)。与Martin等人计算的从头算振动常数有很好的一致性。 [J.大声笑光谱。 [第160卷,第105页,1993年]实现了,除了在所有观察到的有助于确定特定常数的状态被显着混合的情况下。通过考虑在正常模式的特定组合之间发生的非谐振动相互作用,可以轻松地解释这些偏差。所有实验确定的能量之间的平均平均偏差,以及Burleigh等人最近的理论计算。 [J.化学物理104,480(1996)]为2.6 cm(-1)。 (C)1996年美国物理研究所。 [参考:37]

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