Abstract
An equivalent operator removing degeneracy in a layer with principal quantum number n is recognised for the two-centre Coulomb problem in suitable coordinates, with large distances between the centres. The averaging of the total Hamiltonian over the correct zero-order adiabatic functions allows one to write down the asymptotic system of equations. A solution of this system of equations which is compatible with the physical boundary conditions of the scattering problem is found.
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More From: Journal of Physics B: Atomic and Molecular Physics
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