49. Yu.N. Kalugina, M.A. Buldakov, V.N. Cherepanov, Static hyperpolarizability of the van der
Waals complex CH 4 –N 2 . J. Comput. Chem. 33(32), 2544–2553 (2012)
50. H. Schindler, R. Vogelsang, V. Staemmler, M.A. Siddiqi, P. Svejda, Ab initio intermolecular
potentials of methane, nitrogen methane + nitrogen and their use in Monte Carlo simulations
of fluids and fluid mixtures. Mol. Phys. 80(6), 1413 (1993)
51. M. Shadman, S. Yeganegi, F. Ziaie, Ab initio interaction potential of methane and nitrogen.
Chem. Phys. Lett. 467, 237 (2009)
52. Y.N. Kalugina, V.N. Cherepanov, M.A. Buldakov, N. Zvereva-Loëte, V. Boudon,
Theoretical investigation of the potential energy surface of the van der Waals complex
CH 4 –N 2 . J. Chem. Phys. 131, 134304 (2009)
53. X. Li, M.H. Champagne, K.L.C. Hunt, Long-range, collision-induced dipoles of T d –D ∞h
molecule pairs: theory and numerical results for CH 4 or CF 4 interacting with H 2 , N 2 , CO 2 , or
CS 2 . J. Chem. Phys. 109(19), 8416 (1998)
54. N. Zvereva-Loëte, YuN Kalugina, V. Boudon, M.A. Buldakov, V.N. Cherepanov, Dipole
moment surface of the van der Waals complex CH 4 –N 2 . J. Chem. Phys. 133(18), 184302
(2010)
55. M.A. Buldakov, V.N. Cherepanov, YuN Kalugina, N. Zvereva-Loëte, V. Boudon, Static
polarizability surfaces of the van der Waals complex CH 4 –N 2 . J. Chem. Phys. 132(16),
164304 (2009)
56. G. Maroulis, Accurate electric multipole moment, static polarizability and hyperpolarizability derivatives for N 2 . J. Chem. Phys. 118(6), 2673–2687 (2003)
57. G. Maroulis, Electric dipole hyperpolarizability and quadrupole polarizability of methane
from finite-field coupled cluster and fourth-order many-body perturbation theory calculations. Chem. Phys. Lett. 226(3–4), 420–426 (1994)
58. G. Maroulis, Dipole-quadrupole and dipole-octupole polarizability for CH 4 and CF 4 .
J. Chem. Phys. 105(18), 8467–8468 (1996)
59. C. Huiszoon, Ab initio calculations of multipole moments, polarizabilities and isotropic
long-range coefficients for dimethylether, methanol, methane, and water. Mol. Phys. 58, 865
(1986)
60. M.A. Buldakov, V.N. Cherepanov, Asymptotic model of exchange interactions for
polarizability calculation of van der Waals complexes. J. Comp. Meth. Sci. Eng. 10, 1–16
(2010)
61. P.W. Fowler, A.J. Sadlej, Long-range and overlap effects on collision-induced properties.
Mol. Phys. 77(4), 709–725 (1992)
62. S.J. Syvin, J.E. Rauch, J.C. Decius, Theory of hyper-Raman effects (nonlinear inelastic light
scattering): selection rules and depolarization rations for the second-order polarizability.
J. Chem. Phys. 43(11), 4083–4095 (1965)
63. V. Ostroverkhov, R.G. Petschek, K.D. Singer, L. Sukhomlinova, R.J. Twieg, S.-X. Wang, L.
C. Chien, Measurements of the hyperpolarizability tensor by means of hyper-Rayleigh
scattering. J. Opt. Soc. Am. 17(9), 1531–1542 (2000)
64. P.A. Kleinman, Nonlinear dielectric polarization in optical media. Phys. Rev. 126(6), 1977–
1979 (1962)
65. G. Maroulis (ed.), Atoms, Molecules and Clusters in Electric Fields. Theoretical Approaches
to Calculation of Electric Polarizability. Computational, numerical and mathematical
methods in science and engineering, vol. 1 (Imperial College Press, Singapore, 2006)
66. G. Maroulis, Computational Aspects of Electric Polarizability Calculations: Atoms,
Molecules and Clusters (IOS Press, Amsterdam, 2006)
67. G. Maroulis, T. Bancewicz, B. Champagne and A.D. Buckingham (eds.), Atomic and
Molecular Nonlinear Optics: Theory, Experiment and Computation. A Homage to the
Pioneering Work of Stanislaw Kielich (1925–1993) (IOS Press Inc., Amsterdam, 2011)
68. U. Hohm, Experimental static dipole-dipole polarizabilities of molecules. J. Mol. Struct.
1054–1055, 282–292 (2013)
69. A.D. Buckingham, J.E. Cordle, Nuclear motion corrections to some electric and magnetic
properties of diatomic molecules. Mol. Phys. 28(4), 1037–1047 (1974)
References
99
Waals complex CH 4 –N 2 . J. Comput. Chem. 33(32), 2544–2553 (2012)
50. H. Schindler, R. Vogelsang, V. Staemmler, M.A. Siddiqi, P. Svejda, Ab initio intermolecular
potentials of methane, nitrogen methane + nitrogen and their use in Monte Carlo simulations
of fluids and fluid mixtures. Mol. Phys. 80(6), 1413 (1993)
51. M. Shadman, S. Yeganegi, F. Ziaie, Ab initio interaction potential of methane and nitrogen.
Chem. Phys. Lett. 467, 237 (2009)
52. Y.N. Kalugina, V.N. Cherepanov, M.A. Buldakov, N. Zvereva-Loëte, V. Boudon,
Theoretical investigation of the potential energy surface of the van der Waals complex
CH 4 –N 2 . J. Chem. Phys. 131, 134304 (2009)
53. X. Li, M.H. Champagne, K.L.C. Hunt, Long-range, collision-induced dipoles of T d –D ∞h
molecule pairs: theory and numerical results for CH 4 or CF 4 interacting with H 2 , N 2 , CO 2 , or
CS 2 . J. Chem. Phys. 109(19), 8416 (1998)
54. N. Zvereva-Loëte, YuN Kalugina, V. Boudon, M.A. Buldakov, V.N. Cherepanov, Dipole
moment surface of the van der Waals complex CH 4 –N 2 . J. Chem. Phys. 133(18), 184302
(2010)
55. M.A. Buldakov, V.N. Cherepanov, YuN Kalugina, N. Zvereva-Loëte, V. Boudon, Static
polarizability surfaces of the van der Waals complex CH 4 –N 2 . J. Chem. Phys. 132(16),
164304 (2009)
56. G. Maroulis, Accurate electric multipole moment, static polarizability and hyperpolarizability derivatives for N 2 . J. Chem. Phys. 118(6), 2673–2687 (2003)
57. G. Maroulis, Electric dipole hyperpolarizability and quadrupole polarizability of methane
from finite-field coupled cluster and fourth-order many-body perturbation theory calculations. Chem. Phys. Lett. 226(3–4), 420–426 (1994)
58. G. Maroulis, Dipole-quadrupole and dipole-octupole polarizability for CH 4 and CF 4 .
J. Chem. Phys. 105(18), 8467–8468 (1996)
59. C. Huiszoon, Ab initio calculations of multipole moments, polarizabilities and isotropic
long-range coefficients for dimethylether, methanol, methane, and water. Mol. Phys. 58, 865
(1986)
60. M.A. Buldakov, V.N. Cherepanov, Asymptotic model of exchange interactions for
polarizability calculation of van der Waals complexes. J. Comp. Meth. Sci. Eng. 10, 1–16
(2010)
61. P.W. Fowler, A.J. Sadlej, Long-range and overlap effects on collision-induced properties.
Mol. Phys. 77(4), 709–725 (1992)
62. S.J. Syvin, J.E. Rauch, J.C. Decius, Theory of hyper-Raman effects (nonlinear inelastic light
scattering): selection rules and depolarization rations for the second-order polarizability.
J. Chem. Phys. 43(11), 4083–4095 (1965)
63. V. Ostroverkhov, R.G. Petschek, K.D. Singer, L. Sukhomlinova, R.J. Twieg, S.-X. Wang, L.
C. Chien, Measurements of the hyperpolarizability tensor by means of hyper-Rayleigh
scattering. J. Opt. Soc. Am. 17(9), 1531–1542 (2000)
64. P.A. Kleinman, Nonlinear dielectric polarization in optical media. Phys. Rev. 126(6), 1977–
1979 (1962)
65. G. Maroulis (ed.), Atoms, Molecules and Clusters in Electric Fields. Theoretical Approaches
to Calculation of Electric Polarizability. Computational, numerical and mathematical
methods in science and engineering, vol. 1 (Imperial College Press, Singapore, 2006)
66. G. Maroulis, Computational Aspects of Electric Polarizability Calculations: Atoms,
Molecules and Clusters (IOS Press, Amsterdam, 2006)
67. G. Maroulis, T. Bancewicz, B. Champagne and A.D. Buckingham (eds.), Atomic and
Molecular Nonlinear Optics: Theory, Experiment and Computation. A Homage to the
Pioneering Work of Stanislaw Kielich (1925–1993) (IOS Press Inc., Amsterdam, 2011)
68. U. Hohm, Experimental static dipole-dipole polarizabilities of molecules. J. Mol. Struct.
1054–1055, 282–292 (2013)
69. A.D. Buckingham, J.E. Cordle, Nuclear motion corrections to some electric and magnetic
properties of diatomic molecules. Mol. Phys. 28(4), 1037–1047 (1974)
References
99