1998
DOI: 10.1103/physrevb.57.6165
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Doping dependence of the spatially modulated dynamical spin correlations and the superconducting-transition temperature inLa2xSr

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Cited by 938 publications
(1,057 citation statements)
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References 30 publications
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“…The incommensurability (δ), which corresponds to the half distance between a pair of IC peaks, linearly increases with the hole concentration (p) and the IC wavevector changes from [110] to [100]/[010] direction in the tetragonal notation at p∼0.06. These observations are quite similar to the results for LSCO, but different from those for YBCO [4][5][6] , suggesting that the doping evolution of spin correlation is classified by the number of CuO 2 planes between the block layers. In this study, to gain further insights into the universality in the spin correlations in doped cuprate oxide, we measured the spin excitation in the SG phase of Bi 2.4 Sr 1.6 CuO 6+y (Bi2201) with p ∼ 0.06 up to a relatively high energy region (∼30 meV).…”
Section: Introductionsupporting
confidence: 71%
“…The incommensurability (δ), which corresponds to the half distance between a pair of IC peaks, linearly increases with the hole concentration (p) and the IC wavevector changes from [110] to [100]/[010] direction in the tetragonal notation at p∼0.06. These observations are quite similar to the results for LSCO, but different from those for YBCO [4][5][6] , suggesting that the doping evolution of spin correlation is classified by the number of CuO 2 planes between the block layers. In this study, to gain further insights into the universality in the spin correlations in doped cuprate oxide, we measured the spin excitation in the SG phase of Bi 2.4 Sr 1.6 CuO 6+y (Bi2201) with p ∼ 0.06 up to a relatively high energy region (∼30 meV).…”
Section: Introductionsupporting
confidence: 71%
“…Although both hole-doped and electron-doped cuprates have the layered structure of the square lattice of the CuO 2 plane separated by insulating layers [1][2][3] , the significantly difference of the electronic states between hole-doped and electron-doped cuprates is observed 4,5 , which reflects the electron-hole asymmetry. For the hole-doped cuprates, AFLRO is reduced dramatically with doping 1,6 , and vanished around the doping δ ∼ 0.05. But a series of inelastic neutron scattering measurements show that the incommensurate short AF correlation persists in the underdoped, optimally doped, and overdoped regimes 1,6 , then in low temperatures, the systems become superconducting (SC) over a wide range of the hole doping concentration δ, around the optimal doping δ ∼ 0.15 2,7 .…”
mentioning
confidence: 99%
“…For the hole-doped cuprates, AFLRO is reduced dramatically with doping 1,6 , and vanished around the doping δ ∼ 0.05. But a series of inelastic neutron scattering measurements show that the incommensurate short AF correlation persists in the underdoped, optimally doped, and overdoped regimes 1,6 , then in low temperatures, the systems become superconducting (SC) over a wide range of the hole doping concentration δ, around the optimal doping δ ∼ 0.15 2,7 . However, AFLRO survives until superconductivity appears over a narrow range of δ, around the optimal doping δ ∼ 0.15 in the electrondoped cuprates 3,8,9 .…”
mentioning
confidence: 99%
“…For doped superconducting compositions, the low-energy (E & 20 meV) excitations of La 2ÿx Sr x CuO 4 are peaked at (1=2 , 1=2) and (1=2, 1=2 ) [13,14]. The low-energy incommensurability of the excitations increases with x and saturates with 0:125 [9,15]. It has recently been shown that E of La 2ÿx Sr x CuO 4 and La 2ÿx Ba x CuO 4 disperses [8,16,17] with energy and shows a minimum near E 50 meV.…”
mentioning
confidence: 99%