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1.
He-N2O的从头算势能面及振转能级   总被引:1,自引:0,他引:1  
采用超分子MP4方法和较大的基组计算得到了He-N2O体系的分子间势能面,发现该势能面有3个极小值点,分别对应T形构型及两个线性He-ONN和He-NNO构型.同时采用离散变量表象方法预测了体系的振转能级,计算结果表明,MP4势能面支持5个振动束缚态.  相似文献   

2.
Ne-HCl势能面和振转光谱的理论研究   总被引:5,自引:0,他引:5  
利用量子化学计算方法CCSD(T)和大基组aug-cc-pVTZ加键函数3s3p2d对Ne-HCl体系的分子间势能面进行了理论研究.结果表明,势能面上有两个势阱,分别对应于线性Ne-ClH和Ne-HCl构型.通过精确求解核运动方程发现,该从头算势能面分别支持5个(对Ne-HCl)和7个(Ne-DCl)振动束缚态.计算得到的振转跃迁频率与实值值吻合.  相似文献   

3.
采用CCSD(T)方法研究了范德华分子体系Xe—N2O复合物的势能面和振转光谱性质,研究表明,该势能面有两个极小点,分别对应T构型和线性Xe—ONN构型,采用离散变量表象和Lanczos算法计算了体系的振转能级,计算结果表明,CCSD(T)势能面支持97个振动束缚态,并对能级进行了指认,计算得到的Xe—N2O转动跃迁频率与实验值吻合得很好。  相似文献   

4.
洪琪  秦淼  朱华 《化学学报》2018,76(2):138-142
用高精度的量子化学从头算方法构建了Kr-CS2体系的精确的四维势能面.对该势能面不仅考虑了分子间的振动方式,而且考虑了单体CS2分子内的ν1对称伸缩和ν3反对称伸缩.采用了量子化学超分子方法在[CCSD(T)]-F12水平上构建了从头算势能面.将得到的四维势能面作积分,便得到CS2处于振动基态和激发态的复合物平均势能面,这两个态的势能面均有一个T型的全局最小值和两个相等的线性极小值.还通过径向部分采用离散变量表象法(DVR)和角度部分采用有限基组表象法(FBR)结合Lanczos循环算法对Kr-CS2复合物的振转能级进行了计算,对光谱常数进行了预测.另外,也预测了Kr-CS2复合物的带心位移(-1.2357 cm-1).  相似文献   

5.
4,4′-联吡啶二面角和扭转势垒的理论研究   总被引:1,自引:0,他引:1  
采用HF、MP2方法和密度泛函理论(包括B3LYP,BLYP和mPW1PW91)方法,分别在6 31G(d),6 311G(d),6 311+G(d),6 311++G(d,p),cc pvdz和cc pvtz水平上,计算了4,4′联吡啶分子的平衡几何构型和扭转势能面以及相应势垒,考察了各种计算方法和基组对于理论预测结果的影响.在π共轭效应和环间相邻原子的空间位阻共同作用下,2个吡啶环间有大约37°的夹角.计算得到的分子结构参数与电子衍射实验结果吻合.较小的扭转势垒说明分子可以很容易进行内转动.  相似文献   

6.
去氢抗坏血酸分子振动光谱的理论研究   总被引:1,自引:0,他引:1  
采用RHF, MP2, DFT(B3LYP)方法, 以6-311++G**为基组研究了去氢抗坏血酸分子(DHA)的平衡几何构型和振动光谱. 计算结果表明, 采用RHF, B3LYP以及MP2 方法优化得到的几何结构以及频率值是一致的. 采用B3LYP/6-311++G**计算了DHA分子平衡构型下的谐振动力场﹑振动频率和振动强度. 使用Wilson的GF矩阵方法对DHA分子进行了简正坐标分析, 依据所得的势能分布对DHA分子的振动基频进行了合理的理论归属.  相似文献   

7.
用HF和MP2两种从头算方法结合cc-pVDZ和cc-pVTZ两种基组对P5H6 及其甲基取代物P5Me6 的反式构象进行理论计算,各限制优化出11个反式构象.进而分别得到其构象势能面曲线,P5H6 势能面曲线是单调平滑的,其上只有一个稳定点(3T4)和一个过渡态(4T3),说明3T4构象是势能面上的全局最小点.而P5Me6 势能面曲线与P5H6 大致相同,不同的是在势能面曲线中还存在另一个稳定点,在HF或MP2用cc-pVDZ基组时为2E(φ=216°),在HF/cc-pVTZ时为2T1(φ=198°),并且,3T4和2E的能量非常接近.最后将这两势能面与四氢呋喃进行了比较.  相似文献   

8.
甲烷水合物分子间势能的量子化学研究   总被引:1,自引:0,他引:1  
用Hartree-Fock SCF和密度泛函(BLYP,B3LYP,MPW1PW91)方法对以结构-Ⅰ为单元的甲烷水合物进行了分子间势能的理论研究.该结构单元为正十二面体,其中包括20个水分子,甲烷分子在其中心.采用从头算HF/6-31G(d,p)对甲烷分子进行几何优化,采用ST2模型对水分子作几何优化.水-水间氢键势能Ehb(l)和水-甲烷间范德华势能Evdw(l)作为边长l的函数进行计算,计算时固定水和甲烷分子的几何形状.所有计算中均使用6-31G(d,p)基组.基组重叠误差(BSSE)经校正其上限和下限为水-水氢键能加以确定.由B3LYP经基组重叠误差(BSSE)校正得到的O—O距离为RO—O=0.280 nm,C—O距离RC—O=0.392 nm,比其他方法更接近实验值的0.282和0.395 nm.结果表明,在天然气水合物结构-Ⅰ中水-水分子对的氢键能(30~36 kJ/mol)大于水的二聚体(H2O)2氢键能(-22.6±2.9)kJ/mol,亦大于六角形冰的(-21.7±0.5)kJ/mol,十二面体结构为一稳定单元.以上分子间相互作用势能的结果为得出Lennard-Jones和Kihara势能参数提供了坚实的基础,此参数对分子动力学模拟天然气水合物是非常有用的.  相似文献   

9.
采用密度泛函B3LYP方法, O和N用6-311+G*基组, Au+用赝势基组(8s7p6d)/[6s5p3d], 研究了Au+(1S, 3D)离子和N2O(1Σ+)分子的反应机理. 报道了在基态单重态和激发三重态势能面上各反应物、中间体和过渡态的构型特征及能量. 结果表明, 两个主反应通道Au+(1S)+ N2O(1Σ+)→1NA-Complex-1→1NA-TS1→1NA-Complex-2→1NA-Crossing→[3OAuNN]+和Au+(1S)+ N2O(1Σ+)→1NB-Complex→1NB-Crossing→[AuNN(1Σ+)]++O(3P)都需经过反应交叉势能面, 出现“系间窜越”. 用内禀坐标单点计算垂直激发态的方法确定了势能面交叉点, 并用含时密度泛函TD-B3LYP方法进一步探讨了自旋翻转机理.  相似文献   

10.
采用[CCSD(T)]-F12方法和aug-cc-pVTZ基组,同时引入中心键函数(3s3p2d1f1g)构建了Kr-C2H2体系的高精度四维势能面.在构建势能面时考虑了分子间的振动方式及C2H2单体内的ν1对称伸缩和ν3反对称伸缩振动.将计算得到的四维势能面在Q1方向和Q3方向分别做积分得到C2H2单体分别处于振动基态和(ν1,ν3)=(1,1)激发态的平均势能面.计算结果表明,这2个平均势能面均存在2个等价的T型全局极小值和2个等价线性极小值.全局极小值的几何构型位于R=0.41 nm,θ=65.6°/114.4°,势阱深度为151.88 cm-1.对径向部分采用离散变量表象法(DVR),角度部分采用有限基组表象法(FBR),并结合Lanczos循环算法计算了Kr-C2H2的振转能级和束缚态.计算结果表明,复合物在(ν1,ν3)=(1,1)区域的带心位移为-1.48 cm-1,表现为红移,与实验值-1.38 cm-1很接近;计算得到的红外跃迁频率也与实验值相吻合,说明得到的从头算势能面具有高精度.  相似文献   

11.
A three-dimensional potential energy surface for the He-NaH van der Waals complex is calculated at the coupled cluster singles-and-doubles with noniterative inclusion of connected triples [CCSD(T)] level of theory. Estimates of CCSD(T) interaction energies for an infinitely large basis set is obtained using a basis set extrapolation scheme. The He-NaH potential energy surface is much different than the He-LiH surface. In particular, the He-NaH system has a binding energy of De=19.73 cm(-1) in comparison to De=176.7 cm(-1) for He-LiH. These minima are at the theta=180 degrees linear geometry where the helium is located at the metal end of the metal hydride. The He-NaH and He-LiH potentials are very similar for the theta=0 degrees linear geometry. The He-NaH potential energy surface supports one vibrational bound state with E=-1.48 cm(-1). Since this energy is smaller than the accuracy of the potential energy surface, the existence of a bound He-NaH complex is questionable.  相似文献   

12.
The first excited state (S1) intermolecular potential energy surface for the p-difluorobenzene-Ar van der Waals complex is evaluated using the coupled-cluster method and the augmented correlation consistent polarized valence double-zeta basis set extended with a set of 3s3p2d1f1g midbond functions. In order to calculate the S1 interaction energies we use the ground state surface evaluated with the same basis set and the coupled-cluster singles and doubles [CCSD] including connected triple excitations [CCSD(T)] model, and interaction and excitation energies evaluated at the CCSD level. The surface minima are characterized by the Ar atom located above and below the p-difluorobenzene center of mass at a distance of 3.4736 A. The corresponding interaction energy is -435.233 cm-1. The surface is used in the evaluation of the intermolecular level structure of the complex.  相似文献   

13.
Ab initio calculations at the CCSD(T) level of theory were performed to characterize the Ar + CF4 intermolecular potential. Potential energy curves were calculated with the aug-cc-pVTZ basis set, and with and without a correction for basis set superposition error (BSSE). Additional calculations were performed with other correlation consistent basis sets to extrapolate the Ar-CF4 potential energy minimum to the complete basis set (CBS) limit. Both the size of the basis set and BSSE have substantial effects on the Ar + CF4 potential. Calculations with the aug-cc-pVTZ basis set, and with a BSSE correction, appear to give a good representation of the BSSE corrected potential at the CBS limit. In addition, MP2 theory is found to give potential energies in very good agreement with those determined by the much higher level CCSD(T) theory. Two model analytic potential energy functions were determined for Ar + CF4. One is a fit to the aug-cc-pVTZ calculations with a BSSE correction. The second was derived by fitting an average BSSE corrected potential, which is an average of the CCSD(T)/aug-cc-pVTZ potentials with and without a BSSE correction. These analytic functions are written as a sum of two-body potentials and excellent fits to the ab initio potentials are obtained by representing each two-body interaction as a Buckingham potential.  相似文献   

14.
15.
16.
A series of stationary structures of the hydrazinyl radical have been characterized by optimization at the CCSD(T)/cc-pVTZ level of theory. CCSD(T)/aug-cc-pVXZ single-point calculations have also been carried out at the optimized geometries with basis sets of different cardinal numbers (X = T, Q), which were used to obtain accurate energies via extrapolation to the complete basis set limit. A discussion on the analytical modeling of the potential energy surface of hydrazinyl is also presented.  相似文献   

17.
A potential energy surface for the ground electronic state of the Ar-HI van der Waals complex is calculated at the coupled-cluster with single and double excitations and a noniterative perturbation treatment of triple excitations [CCSD(T)] level of theory. Calculations are performed using for the iodine atom a correlation consistent triple-zeta valence basis set in conjunction with large-core Stuttgart-Dresden-Bonn relativistic pseudopotential, whereas specific augmented correlation consistent basis sets are employed for the H and Ar atoms supplemented with an additional set of bond functions. In agreement with previous studies, the equilibrium structure is found to be linear Ar-I-H, with a well depth of 205.38 cm(-1). Another two secondary minima are also predicted at a linear and bent Ar-H-I configurations with well depths of 153.57 and 151.57 cm(-1), respectively. The parametrized CCSD(T) potential is used to calculate rovibrational bound states of Ar-HI/Ar-DI complexes, and the vibrationally averaged structures of the different isomers are determined. Spectroscopic constants are also computed from the CCSD(T) surface and their comparison with available experimental data demonstrates the quality of the present surface in the corresponding configuration regions.  相似文献   

18.
A computational study on the intermolecular potential energy of 44 different orientations of F2 dimers is presented. Basis set superposition error (BSSE) corrected potential energy surface is calculated using the supermolecular approach at CCSD(T) and QCISD(T) levels of theory. The interaction energies obtained using the aug‐cc‐pVDZ and aug‐cc‐pVTZ basis sets are extrapolated to the complete basis set limit using the latest extrapolation scheme. The basis set effect is checked and it is found that the extrapolated intermolecular energies provide the best compromise between the accuracy and computational cost. Among 1320 energy points of F2–F2 system covering more relative orientations, the most stable structure of the dimers was obtained with a well depth of ?146.62 cm?1 that related to cross configuration, and the most unstable structure is related to linear orientation with a well depth of ?52.63 cm?1. The calculated second virial coefficients are in good agreement with experimental data. The latest extrapolation scheme of the complete basis set limit at the CCSD(T) level of theory is used to determine the intermolecular potential energy surface of the F2 dimer. Comparing the results obtained by the latest scheme with those by older schemes show that the new approach provides the best compromise between accuracy and computational cost.  相似文献   

19.
We evaluate the first excited-state (S1) intermolecular potential energy surface for the fluorobenzene-Ar van der Waals complex using the coupled cluster method and the augmented correlation-consistent polarized valence double-zeta basis set extended with a set of 3s3p2d1f1g midbond functions. To calculate the S(1) interaction energies, we use ground-state interaction energies evaluated with the same basis set and the coupled cluster singles and doubles (CCSD) including connected triple excitations [CCSD(T)] model and interaction and excitation energies evaluated at the CCSD level. The surface minima are characterized by the Ar atom located above and below the fluorobenzene ring at a distance of 3.5060 A with respect to the fluorobenzene center of mass and at an angle of 5.89 degrees with respect to the axis perpendicular to the fluorobenzene plane. The corresponding interaction energy is -425.226 cm(-1). The surface is used in the evaluation of the intermolecular level structure of the complex, and the results are compared to the experimental data available and to those found in previous theoretical papers on ground-state potentials for similar complexes.  相似文献   

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