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INTRODUCTION AND SUMMARY
The Internal Field in Dipole Lattices
The Electrostatic Potential in Multipole Lattices
3 other sections not shown
absolutely convergent appendix atoms or ions binding energy Bravais lattices calculations chapter charge distri cohesive energy conditionally convergent conducting spheres consider contribution crystalline potential CsCl cubic crystals deformation derived dielectric constant dipole sum Ecorr electric field electrons electrostatic potential evaluation expansion finite formula four-fold axes Fourier transform give higher multipole moments incomplete gamma function internal field invariant lattice harmonic inversion ionic crystals lattice distance lattice point lattice sums lattice vector linear combination Lorentz Madelung constant Madelung energy method monoclinic multipole moments nearest neighbour distance noble gas octupoles odd multipoles order of summation overlap Phys plane-wise point charges polarizabilities polarizable charge distributions polarization effects positive and negative reciprocal lattice reciprocal space relation Sclattice self-consistent equations simple cubic lattice ſº spherical harmonics sublattices symmetry theory unit cell values vanish wave functions Yim 9 Yk,n z-axis zero