Wave vector dependent susceptibility of KD2PO4 in the four cluster approximation
作者： S. Havlin , H. Sompolinsky
DOI: 10.1080/00150198108219569
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摘要: Abstract The self consistent four cluster approximation for the short range Ising model is extended to calculate finite wave vector () dependent susceptibility. results explain quantitatively strong anisotropy found in inelastic neutron scattering KD2PO4. ice rule limit of above produces a singularity intensity, As → 0, which similar that resulting from long dipolar force.
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