2000
DOI: 10.1007/s100510070003
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Temperature renormalization of the magnetic excitations in S = 1/2 KCuCl3

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Cited by 35 publications
(37 citation statements)
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“…Figure 1(b) shows its thermal evolution as obtained from the above models, and from the RPA treatment applied to KCuCl 3 in Ref. [14]. The Bose-MF approach shows a very strong renormalization at higher temperatures due to the possibility of unlimited boson occupation.…”
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confidence: 96%
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“…Figure 1(b) shows its thermal evolution as obtained from the above models, and from the RPA treatment applied to KCuCl 3 in Ref. [14]. The Bose-MF approach shows a very strong renormalization at higher temperatures due to the possibility of unlimited boson occupation.…”
mentioning
confidence: 96%
“…Thermal renormalization of the dispersion, spectral weight, and damping of the triplet modes in KCuCl 3 , which shares the crystal structure and exchange coupling scheme of TlCuCl 3 , are adequately described within a selfconsistent RPA theory including higher-order corrections [14]. The considerably stronger interdimer interactions make this approach less successful for TlCuCl 3 .…”
mentioning
confidence: 99%
“…The mechanism is assumed to be a reduction in lifetime due to thermal decoherence as the excitations scattering off each other [3,4,18,20,21]. The asymmetry observed in Sr 3 Cr 2 O 8 is therefore unprecedented because it suggests that far from becoming increasingly incoherent, the magnons interact strongly with each other and scatter in a coherent manner.…”
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confidence: 99%
“…Most importantly the lineshapes of the excitations become asymmetric with temperature being weighted towards the center of the band, quite unlike the symmetric Lorentzian lineshape expected from spin-wave theory. The RPA is able to model the reduction in the integrated intensity and renormalization for temperatures below 25 K. On the other hand the model described here predicts sharp excitations at all temperatures because it ignores correlations between the magnons, RPA can be modified to include damping effects [18,23,24]. However, it then predicts that, the excitations would broaden symmetrically with a Lorentzian lineshape for temperatures T < ∆/k B = 40 K. This contrasts strongly with our experimental observation that the lineshape becomes asymmetric for temperatures above 15 K.…”
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confidence: 99%
“…From the analyses of the dispersion relations obtained by neutron inelastic scattering experiments, it was found that the origin of the spin gap is the strong antiferromagnetic interaction in the chemical dimer Cu 2 Cl 6 , and that the neighboring dimers are coupled by the interdimer interactions along the double chain and in the (1, 0, −2) plane [13,14,15,16,17]. On the other hand, NH 4 CuCl 3 is a gapless antiferromagnet with T N = 1.3 K [18].…”
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confidence: 99%