Instituto de Estructura de la Materia, CSIC, Serrano 123, 28006 Madrid, Spain.
Chemphyschem. 2009 Dec 21;10(18):3229-38. doi: 10.1002/cphc.200900446.
The low- and high-temperature phases (alpha and beta, respectively) of solid nitric acid dihydrate (NAD) are studied in depth by DFT methods. Each phase contains two types of complex structures (H(3)O(+)) x (H(2)O), designated A and B, with different hydrogen-bonding (HB) characteristics. The theoretical study reveals that type A complexes are weakly bound and could be described as (H(3)O)(+) and H(2)O aggregates, with decoupled vibrational modes, whereas in type B structures the proton is situated close to the centre of the O...O bond and induces strong vibrational coupling. The proton-transfer mode is predicted at quite different wavenumbers in each complex, which provides an important differentiating spectral feature, together with splitting of some bands in beta-NAD. Theoretical spectra are estimated by using two GGA parameterizations, namely, PBE and BLYP. The potential-energy surface for each type of HB in NAD is also studied, as is the spectral influence of displacement of the shared H atom along the O-O bond. The results are compared to literature infrared spectra recorded by different techniques, namely, transmission and reflection-absorption, with both normal and tilted incident radiation. This work provides a thorough assignment of the observed spectra, and predictions for some spectra not yet available. The usefulness of high-level theoretical calculations as performed herein to discriminate between two phases of a solid crystal is thus evidenced.
通过 DFT 方法深入研究了固态二水合硝酸(NAD)的低温相和高温相(分别为α和β相)。每个相都包含两种具有不同氢键(HB)特征的复杂结构(H(3)O(+)) x (H(2)O),分别命名为 A 和 B。理论研究表明,A 型络合物结合较弱,可以描述为(H(3)O)(+)和 H(2)O 聚集体,具有解耦的振动模式,而在 B 型结构中,质子位于 O...O 键的中心附近,并诱导强烈的振动耦合。质子转移模式在每个络合物中的预测波数完全不同,这提供了一个重要的区分光谱特征,以及β-NAD 中一些谱带的分裂。理论光谱通过两种 GGA 参数化,即 PBE 和 BLYP 来估算。还研究了 NAD 中每种 HB 的势能面,以及共享 H 原子沿 O-O 键位移对光谱的影响。结果与通过不同技术(透射和反射吸收,包括垂直和倾斜入射辐射)记录的文献红外光谱进行了比较。这项工作提供了对观察到的光谱的彻底分配,并对一些尚未获得的光谱进行了预测。因此,证明了如本文所述的高级理论计算在区分固体晶体的两个相方面的有用性。