Abstract Making use of the adiabatic hyperspherical approach, we report a calculation for the energy spectrum of the ground and low-excited states of a two-dimensional hydrogen negative ion H$^{-}$ in a magnetic field. The results show that the ground and low-excited states of H$^{-}$ in low-dimensional space are more stable than those in three-dimensional space and there may exist more bound states.
Received: 09 January 2004
Revised: 04 April 2004
Accepted manuscript online:
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