Intermolecular Potential Energy Surfaces

Atom plus Linear-molecule complexes

Language Fortran

      SUBROUTINE CO2He3dPES(RR1,RR2,TH,V) 

Varibales

Input

  • RR1 Magnitude of the vector R pointing from center of mass of CO2 to He, in Angstrom;
  • RR2 Q3 asymmetric stretching of CO2 molecule, defined as Q 3 = ( r C O ( 1 ) r C O ( 2 ) ) / 2 , in Angstrom;
  • TH Angle θ between vector R and vector O(2)O(1), in Degree;

Output

  • V Intermolecular interaction ΔV, in cm-1.

Reference Hui Li, and Robert J. Le Roy, Phys. Chem. Chem. Phys., 10, 4128 (2008) doi:10.1039/B800718G

Atom plus Non-linear-molecule complexes

Language Fortran

      SUBROUTINE H2OHe_3DPES(XPHI,TH,RR,V,iv) 

Varibales

Input

  • RR Magnitude of the vector R pointing from center of mass of H2O to He, in Angstrom;
  • TH Angle θ between vector R and vector XO, X the center of mass of water, in Degree;
  • XR Magnitude of the vector R pointing from center of mass of CO to center of mass of H2, in Angstrom;
  • XPHI Dihedral angle φ formed by the plane in which the water molecule is and plane OXHe, in Degree;
  • iv Vibrational state of water. iv=1: ground state; iv=2: first excitation on v1; iv=3: first excitation on v2; iv=4: first excitation on v3;

Output

  • V Intermolecular interaction ΔV, in cm-1.

Reference Dan Hou, Yong-Tao Ma, Xiao-Long Zhang, and Hui Li, J. Mol. Spectr., 330, 217 (2016) doi:10.1016/j.jms.2016.07.009

Linear-molecule plus Linear-molecule complexes

Language Fortran

      SUBROUTINE COH2PES(XPHI,XTH1,XTH2,XR,V,iv3) 

Varibales

Input

  • XR Magnitude of the vector R pointing from center of mass of CO to center of mass of H2, in Angstrom;
  • XPHI Dihedral angle φ formed by the two half-planes, in Degree;
  • XTH1 Angle θ1 between vector R and vector OC, in Degree;
  • XTH2 Angle θ2 between vector R and vector H(2)H(1), in Degree;
  • iv3 Vibrational quantum number of CO, 0 for vibrational ground state and 1 for vibrational first excited state.

Output

  • V Intermolecular interaction ΔV, in cm-1.

Reference Hui Li, Xiao-Long Zhang, Robert J. Le Roy, and Pierre-Nicholas Roy, J. Chem. Phys., 139, 164315 (2013) doi:10.1063/1.4826595

Models and Theories

Prototype of mdMLR: The Morse/Long-Range Model

Links

Prof. Robert J. Le Roy from University of Waterloo
http://leroy.uwaterloo.ca/

Prof. Hui Li from Jilin University
http://huiligroup.org/


Copyright © 2017 Profs. Hui Li Research Group, UPDATE ON Oct. 11, 2017.

This database is supported by
the National Natural Science Foundation of China,
National Key Research Development Program of China,
and the Natural Sciences and Engineering Council of Canada.

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