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  1. Goodenough's guidelines were complimented by a series of publications by Kanamori who refined his formalisms into a more rigorous mathematical context and together formed the empirical foundation of rules for understanding SE from the viewpoint of atomic bonding, electronic structure, and ligand field theory. These rules have been shown to validate the results of Anderson's rigorous ...

  2. 25. Mai 2022 · Goodenough-Kanamori-Anderson (GKA) rules for superexchange interactions are widely applied in magnetic materials, including magnetic oxides, perovskites, and recently discovered 2D vdW magnetic ...

  3. inverse Goodenough Kanamori interaction To cite this article: Kunihiko Yamauchi and Silvia Picozzi 2009 J. Phys.: Condens. Matter 21 064203 View the article online for updates and enhancements. Related content Microscopic mechanisms for improper ferroelectricity in multiferroic perovskites: atheoretical review Silvia Picozzi, Kunihiko Yamauchi ...

  4. Goodenough made his first major contribution to science when he formulated a number of fundamental rules of magnetism while he was at the US government-funded MIT Lincoln Laboratory in the 1950s. He drew up what is now known as the GoodenoughKanamori rule in 1955. This was subsequently tweaked by Junjiro Kanamori in 1959, hence the double ...

  5. 13. Aug. 1997 · The GoodenoughKanamori–Anderson (GKA) rules have been widely applied for explaining the magnetic properties induced by super-exchange interaction. As conclusions of the super-exchange theory, they … Expand. 29 [PDF] 1 Excerpt; Sav ...

  6. 19. Feb. 2019 · The Goodenough-Kanamori-Anderson (GKA) rules have been widely applied for explaining the magnetic properties induced by super-exchange interaction. As conclusions of the super-exchange theory, they reveal the antiferromagnetic (ferromagnetic) ordering along with bond angle of 180 degrees (90 degrees) in the cation-anion-cation interaction path, in which the theory sets a pre-condition that the ...

  7. and Re t2g. orbitals following the Goodenough-Kanamori rule. Further, we have noticed that the smaller volume of the x= 1.0 sample compared to x= 0.0 sample has no signi˚cant e˜ect in the Ni/Re-O bond lengths. ˙e reduction of the lattice parameters are compensated by the smaller ∠NOR angles.