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• W1984662725 abstract "The magnetic quadrupole polarizability tensor determines the quadrupole moment induced in an atomic system by a nonuniform external magnetic field. From the analogy to the corresponding electric field case, this quantity is defined and simplified for a spherically symmetric system in an axially symmetric external field. Expressions are presented for the magnetic vector potential corresponding to the first three terms of a Taylor-series expansion for the magnetic field vector, and the Hamiltonian operator is obtained for a many-electron atom in an axially symmetric magnetic field with first-order gradients. Calculations are presented for the magnetic quadrupole polarizability for closed-shell atoms and ions with two to eighteen electrons. These calculations employ the fully coupled Hartree-Fock variation-perturbation procedure. The magnetic quadrupole polarizability shows a rapid decrease with atomic number within each isoelectronic series. Positive values are obtained for all atoms and ions except ${mathrm{Li}}^{ensuremath{-}}$, Be, and ${mathrm{Na}}^{ensuremath{-}}$." @default.
• W1984662725 created "2016-06-24" @default.
• W1984662725 creator A5026906867 @default.
• W1984662725 creator A5060741206 @default.
• W1984662725 date "1970-09-01" @default.
• W1984662725 modified "2023-10-16" @default.
• W1984662725 title "Magnetic Quadrupole Polarizability of Closed-Shell Atoms" @default.
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• W1984662725 doi "https://doi.org/10.1103/physreva.2.696" @default.
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