| An improved simple model for the van der Waals potential based on universal damping functions for the dispersion coefficients KT Tang, JP Toennies The Journal of chemical physics 80 (8), 3726-3741, 1984 | 1819 | 1984 |
| The van der Waals potentials between all the rare gas atoms from He to Rn KT Tang, JP Toennies The Journal of chemical physics 118 (11), 4976-4983, 2003 | 486 | 2003 |
| Upper and lower bounds of two‐and three‐body dipole, quadrupole, and octupole van der Waals coefficients for hydrogen, noble gas, and alkali atom interactions KT Tang, JM Norbeck, PR Certain The journal of chemical physics 64 (7), 3063-3074, 1976 | 482 | 1976 |
| Accurate analytical He-He van der Waals potential based on perturbation theory KT Tang, JP Toennies, CL Yiu Physical review letters 74 (9), 1546, 1995 | 364 | 1995 |
| A simple theoretical model for the van der Waals potential at intermediate distances. I. Spherically symmetric potentials KT Tang, JP Toennies The Journal of Chemical Physics 66 (4), 1496-1506, 1977 | 244 | 1977 |
| New combining rules for well parameters and shapes of the van der Waals potential of mixed rare gas systems KT Tang, JP Toennies Zeitschrift für Physik D Atoms, Molecules and Clusters 1, 91-101, 1986 | 233 | 1986 |
| Dynamic polarizabilities and van der Waals coefficients KT Tang Physical Review 177 (1), 108, 1969 | 216 | 1969 |
| Mathematical Methods for Engineers and Scientists 3 Fourier Analysis, Partial Diff erential Equations and Variational Methods KT Tang Springer, 2007 | 199 | 2007 |
| A simple theoretical model for the van der Waals potential at intermediate distances. II. Anisotropic potentials of He–H2 and Ne–H2 KT Tang, JP Toennies The Journal of Chemical Physics 68 (12), 5501-5517, 1978 | 188 | 1978 |
| Multipolar polarizabilities and two-and three-body dispersion coefficients for alkali isoelectronic sequences SH Patil, KT Tang The Journal of chemical physics 106 (6), 2298-2305, 1997 | 178 | 1997 |
| Interaction potentials for alkali ion–rare gas and halogen ion–rare gas systems R Ahlrichs, HJ Böhm, S Brode, KT Tang, JP Toennies The Journal of chemical physics 88 (10), 6290-6302, 1988 | 164 | 1988 |
| The anisotropic potentials of He–N2, Ne–N2, and Ar–N2 MS Bowers, KT Tang, JP Toennies The Journal of chemical physics 88 (9), 5465-5474, 1988 | 127 | 1988 |
| Quantum mechanical streamlines. III. Idealized reactive atom–diatomic molecule collision JO Hirschfelder, KT Tang The Journal of Chemical Physics 64 (2), 760-785, 1976 | 125 | 1976 |
| Potentials for some rare gas and alkali-helium systems calculated from the surface integral method U Kleinekathöfer, KT Tang, JP Toennies, CL Yiu Chemical Physics Letters 249 (3-4), 257-263, 1996 | 114 | 1996 |
| The He–N 2 anisotropic Van der Waals potential. Test of a simple model using state-to-state differential scattering cross-sections M Faubel, KH Kohl, JP Toennies, KT Tang, YY Yung Faraday Discussions of the Chemical Society 73, 205-220, 1982 | 106 | 1982 |
| Inelastic collisions between an atom and a diatomic molecule. I. Theoretical and numerical considerations for the close coupling approximation BH Choi, KT Tang The Journal of Chemical Physics 63 (5), 1775-1782, 1975 | 105 | 1975 |
| Quantum-mechanical study of H+ H 2 reactive scattering M Karplus, KT Tang Discussions of the Faraday Society 44, 56-67, 1967 | 101 | 1967 |
| Quantum Theory of (H, H 2) Scattering: Approximate Treatments of Reactive Scattering KT Tang, M Karplus Physical Review A 4 (5), 1844, 1971 | 99 | 1971 |
| A combining rule calculation of the van der Waals potentials of the rare-gas hydrides KT Tang, JP Toennies Chemical physics 156 (3), 413-425, 1991 | 88 | 1991 |
| A simple theoretical model for the van der Waals potential at intermediate distances. III. Anisotropic potentials of Ar–H2, Kr–H2, and Xe–H2 KT Tang, JP Toennies The Journal of Chemical Physics 74 (2), 1148-1161, 1981 | 86 | 1981 |
j. peter toenniesMax Planck Institut für Dynamik und Selbstorganisation, Göttingen在 gwdg.de 的电子邮件经过验证
