Generalized susceptibility of the quasi-one-dimensional organic conductors with the triclinic lattice symmetry

Abstract

The instability of the field-induced spin density wave states of the quasi-one-dimensional system is studied by using the model including the triclinic lattice symmetry and multi-transfer integrals. By calculating the magnetic susceptibility χ 0 ( Q ) , we found the asymmetric sweptback peak at q x – q y plane contrary to the symmetric peak for the model with the square lattice symmetry and single transfer integral.