the interaction potential energy of two permanent molecular dipoles are evaluated through the Wigner–Uhlenbeck–Gropper (WUG) semiclassical expansion of the density matrix, whose leading term is proportional to 2, the dipoles being assumed in oscillatory motion around their position of minimum energy....
Interaction energy refers to the energy associated with the interaction between molecules or ions within a cluster. It increases as the cluster size grows, with the stabilizing effect of each new molecule diminishing as more molecules are incorporated. ...
15.A method to calculate the interaction force between two magnetic dipoles;两磁偶极子间的相互作用力的一种计算方法 16.Magnetic Dipole s Interaction Energy and Potential Energy in Outer Magnetic Field;磁偶极子在外磁场中的相互作用能和势能 17.Interactive Construction Realism--The Fourth Edition of Stru...
We give a derivation for the indirect interaction between two magnetic dipoles induced by the quantized electromagnetic field. It turns out that the interaction between permanent dipoles directly returns to the classical form; the interaction between transition dipoles does not directly return to the cla...
Based on the London theory and the Pippard theory of superconductivity, we have calculated the magnetic induction distribution from a magnetic dipole located in a superconductor. The results have been used to evaluate the interaction energy between two magnetic dipoles located in the superconductor. The...
The interaction of two atoms, molecules, or nuclei by means of their electric or magnetic dipole moments. The interaction energy depends on the strength and relative orientation of the two dipoles, as well as on the distance between the centers and the orientation of the radius vector connecting...
12.A method to calculate the interaction force between two magnetic dipoles;两磁偶极子间的相互作用力的一种计算方法 13.Magnetic Dipole s Interaction Energy and Potential Energy in Outer Magnetic Field;磁偶极子在外磁场中的相互作用能和势能 14.Coherence Property of a Pair of Two-level Atoms by Dipo...
The magnetic dipolar interaction between the correlated triplets causes an avoided level crossing, resulting in two branches of levels with an energy gap. The interaction strength is proportional to the gap size that can be precisely evaluated by measuring the frequencies of quantum beats relevant to...
The Dzyaloshinskii–Moriya interaction (DMI) between two magnetic moments mi and mj is of the form {\rm{D}}_{ij} \cdot ({\rm{m}}_i \times {\rm{m}}_j). It originates from spin–orbit coupling, and is at the heart of fascinating phenomena involving non-collinear magnetism, such as...
We consider two point-like charges in electrostatic interaction within the framework of a nonlinear model, associated with QED, that provides finiteness of their field energy. We find the common field of the two charges in a dipole-like approximation, where the separation between them R is much...