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Spin-glass behavior in Ni-doped La1:85Sr0:15CuO4
by
Sawicki, M
, Bezusyy, V L
, Malinowski, A
, Syryanyy, Y
, Dziawa, P
, Minikayev, R
in
Bifurcations
/ Carrier density
/ Cooling curves
/ Copper
/ Current carriers
/ Dependence
/ Exponential functions
/ Ising model
/ Magnetic permeability
/ Magnetic properties
/ Nickel
/ Scaling
/ Spin glasses
/ Transition temperature
/ Variations
2011
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Spin-glass behavior in Ni-doped La1:85Sr0:15CuO4
by
Sawicki, M
, Bezusyy, V L
, Malinowski, A
, Syryanyy, Y
, Dziawa, P
, Minikayev, R
in
Bifurcations
/ Carrier density
/ Cooling curves
/ Copper
/ Current carriers
/ Dependence
/ Exponential functions
/ Ising model
/ Magnetic permeability
/ Magnetic properties
/ Nickel
/ Scaling
/ Spin glasses
/ Transition temperature
/ Variations
2011
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Spin-glass behavior in Ni-doped La1:85Sr0:15CuO4
by
Sawicki, M
, Bezusyy, V L
, Malinowski, A
, Syryanyy, Y
, Dziawa, P
, Minikayev, R
in
Bifurcations
/ Carrier density
/ Cooling curves
/ Copper
/ Current carriers
/ Dependence
/ Exponential functions
/ Ising model
/ Magnetic permeability
/ Magnetic properties
/ Nickel
/ Scaling
/ Spin glasses
/ Transition temperature
/ Variations
2011
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Paper
Spin-glass behavior in Ni-doped La1:85Sr0:15CuO4
2011
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Overview
The dynamic and static magnetic properties of La1:85Sr0:15Cu1-yNiyO4 with Ni concentration up to y=0.63 are reported. All the features that characterize the spin-glass (SG) behavior are found: bifurcation of the dc susceptibility chi vs temperature curve, a peak in the zero-field cooling branch of this curve accompanied by a step in the imaginary part of the ac susceptibility chi_ac, frequency dependence of the peak position in the real part of chi_ac and scaling behavior. The decay of remnant magnetization is described by a stretched-exponential function. The characteristic time from the critical slowing-down formula that governs the dynamics of the system suggests the existence of the spin clusters. The strongest interactions between the fluctuating entities are at y equal to the charge carriers concentration in the system. The SG transition temperature decreases linearly with decreasing y for y<0.30 and extrapolates to 0 K at y=0 what means that Ni display a magnetic character in the surrounding Cu-O network starting from the smallest concentration y. The static critical exponents characterizing the scaling behavior of the nonlinear part of chi lie between those typical for three dimensional Ising-like and Heisenberg-like systems
Publisher
Cornell University Library, arXiv.org
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