利用标准的自旋波理论，研究了二维三角海森堡反铁磁体的色散关系。
On the basis of standard spin-wave theory, the magnetic dispersion relations for a two-dimensional Heisenberg antiferromagnet are investigated.
结果表明，与四方晶格材料不同，空穴型掺杂双层三角晶格反铁磁体积分自旋动力学不具有普适行为。
It is shown that unlike square antiferromagnets, the integrated spin dynamics of the hole doped bilayer triangular lattice does not show particularly universal behaviors.
结果表明，与四方晶格材料不同，空穴型掺杂双层三角晶格反铁磁体积分自旋动力学不具有普适行为。
It is shown that unlike square antiferromagnets, the integrated spin dynamics of the hole doped bilayer triangular lattice does not show particularly universal behaviors.
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