Calculation of planewise dipole sums for anthracene crystal
- 15 September 1992
- journal article
- research article
- Published by AIP Publishing in The Journal of Chemical Physics
- Vol. 97 (6) , 4536-4542
- https://doi.org/10.1063/1.463897
Abstract
Planewise dipole sums are calculated for various lattice planes in anthracene, treated both as a single point and as three point submolecules. Conventional methods, generalized to treat submolecules, are used as well as a new method using partial reverse Fourier transformation of modulated bulk lattice dipole sums. The new method gives an independent check but is not otherwise preferable. The submolecule treatment makes the interaction between adjacent planes not much less than within a plane, essentially because of the molecular packing. Beyond adjacent planes, the sums decrease exponentially by typically a factor of 100 per 10 Å separation. Calculations for arbitrary planes are conveniently performed by transforming the conventional crystal unit cell to contain the desired plane as a face. Wave vector-modulated planewise sums have also been calculated for point molecules and the (001) plane: They decrease less rapidly with separation than unmodulated sums.Keywords
This publication has 9 references indexed in Scilit:
- Molecular crystal surface dielectric properties: Microscopic theory for linear responseThe Journal of Chemical Physics, 1992
- Electric dipole interactions in molecular crystalsMolecular Physics, 1988
- Polarization energy of a localized charge in a molecular crystalChemical Physics, 1979
- Breakdown of the anisotropic lorentz approximation in p-terphenylChemical Physics Letters, 1977
- Effective molecular polarizabilities in some aromatic hydrocarbon crystalsChemical Physics, 1977
- Applications of the Ewald method. I. Calculation of multipole lattice sumsActa Crystallographica Section A, 1976
- Planewise summation of point dipole-dipole interactions for some aromatic hydrocarbon crystalsThe Journal of Chemical Physics, 1973
- Some Modern Aspects of Exciton TheoryPublished by Wiley ,1973
- Internal Field in General Dipole LatticesPhysical Review B, 1965