English edit

Etymology edit

Named after the torus-like shape of the valence electron orbital in these states, which resembles a classical circular orbit.[1]

Noun edit

circular state (plural circular states)

  1. (physics) Any of those quantum states of an atom, which has a high principal quantum number  , and a magnetic quantum number   with the maximum possible magnitude,  .
    • 1962 December, J.R. Rook, “The decay of K mesic atoms”, in Nuclear Physics, volume 39, →DOI, page 479:
      It has been shown 3,4) that the selection rules on the Auger and X-ray transition probabilities tend to populate preferentially the circular states, that is those for which the orbital angular momentum   is given by  .
    • 1983 October 17, Randall G. Hulet and Daniel Kleppner, “Rydberg Atoms in "Circular" States”, in Physical Review Letters, volume 51, →DOI, page 1430:
      We report the production of a population of atoms in a Rydberg state with  , where   and   are the magnetic and principal quantum numbers, respectively. We designate these states as "circular" because in the classical limit they describe an electron in a circular orbit. Among all the states with a given principal quantum number, the circular states have the largest magnetic moment, smallest Stark effect, and longest radiative lifetime.
    • 2021 August 6, Sam R. Cohen and Jeff D. Thompson, “Quantum Computing with Circular Rydberg Atoms”, in PRX Quantum, volume 2, →DOI, page 030322:
      So-called circular states with the maximal angular momentum   can have lifetimes exceeding 100 s,   times longer than those of low-  states, in appropriately engineered environments.

References edit

  1. ^ Randall G. Hulet and Daniel Kleppner (1983 October 17) “Rydberg Atoms in "Circular" States”, in Physical Review Letters, volume 51, →DOI, page 1430