The problem of including both inertial and non-linear effects in the dielectric rehxsation of an assembly of molecules containing rotating polar groups is treated analytically\_ Approximate solutions for the dipole autocorrelation function and the comples polartiability sugest that the related relax
Dipole-dipole coupling in the presence of dispersing and absorbing bodies
✍ Scribed by D.-G. Welsch; H.T. Dung; L. Knöll
- Book ID
- 105357269
- Publisher
- John Wiley and Sons
- Year
- 2003
- Tongue
- English
- Weight
- 225 KB
- Volume
- 51
- Category
- Article
- ISSN
- 0015-8208
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✦ Synopsis
Abstract
An effective Hamiltonian and equations of motion for treating both the resonant dipole‐dipole interaction between two‐level atoms and the resonant atom‐field interaction are derived, which can suitably be used for studying the influence of arbitrary dispersing and absorbing material surroundings on these interactions. It is shown that the dipole‐dipole interaction and the atom‐field interaction, respectively, are closely related to the real part and the imaginary part of the (classical) Green tensor. The theory is applied to the study of the transient behavior of two atoms that initially share a single excitation, with special emphasis on the role of the two competing processes of virtual and real photon exchange in the energy transfer between the atoms. To illustrate the powerfulness of the theory, specific results for the case of the atoms being near a dispersing and absorbing microsphere are presented. In particular, the regimes of weak and strong atom‐field coupling are addressed.
📜 SIMILAR VOLUMES
An exact analytical formula for the complex polartzability of two dipoles constrained to rotate in two dimensions under the influence of their mutual dipole-dipole coupling is derived subject to the condition that the motion is lightly damped and that non-linear effects are weak. The inclusion of no
The Heisenberg ferromagnet with dipole-dipole interactions was studied. It was shown that the presence of dipole-dipole interactions changes the direction of the quantization axis, gives the anharrnonical correction to the low temperature magnetization proportional to the square of the temperature,