| Van der Waals complexes exists in many of the chemical process and physical phenomena.The complexes which consisting of a rare gas(Rg)atom and a molecule are model systems to study intermolecular interactions,and thus have been extensively studied.This paper presents a four-dimensional potential energy surface and predictions of infrared spectra of Ne-D2O complex.The main results we have obtained of this paper are as follows:(1)ab initio calculations are carried out by the coupled-cluster single and double with non-iterative treatment of triple excitations [CCSD(T)]level,using a large basis set aug-cc-pVQZ and supplemented bond functions(3s3p2d1f).A total of 11466 grid-points are chosen for the potential energy calculations,including the v2 bending normal mode coordinate of D2O monomer.The discrete values at those grids are further used to construct the four-dimensional potential energy surface for Ne-D2O system by the moving interpolation method and polynomial interpolation technique.(2)Adopting the vibrationally averaged approximation,we integrate over the normal coordinate variable Q2 in the four-dimensional potential energy surface,and obtain two vibrationally averaged potential V00 and V11.The vibrationally averaged V00 PES has a global minimum with a well depth of-63.67cm-1 at R=3.223?,φ =0.0° and θ=105.2°.The vibrationally averaged V11 PES has a global minimum at R=3.228?,φ=0.0° and θ=104.85° with a well depth of-65.09471cm-1,slightly lower than V00 PES.We further found that the V11 PES has a similar structure as V00 PES.The potential energy surface shows that it’s more stable when the Ne atom is located in the plane of the D2O molecule.(3)According to the two vibrationally averaged potential V00 and V11 of the system,a FORTRAN program is developed to calculate the rovibrational energy levels.The predicted infrared spectra are given.The theoretical frequencies for 57 experimentally infrared transitions of П(111,ν2=1)←Σ000,Σ(111,ν2=1)←Σ000 and n=1,Σ(000,ν2=1)←Σ000 of Ne–D2O complex are calculated and in a better agreement with the corresponding experimentally observed values. |