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• W2570494759 abstract "Abstract The critical scaling properties of displacive-type organic ferroelectrics, in which the ferroelectric–paraelectric transition is induced by spin-Peierls instability, are investigated by Green’s function theory through the modified Arrott plot, critical isothermal and electrocaloric effect (ECE) analysis around the transition temperature T C . It is shown that the electric entropy change − Δ S follows a power-law dependence of electric field E : − Δ S ∼ E n with n satisfying the Franco equation n ( T C ) = 1 + ( β − 1 ) / ( β + γ ) = 0.618 , wherein the obtained critical exponents β = 0.440 and γ = 1.030 are not only corroborated by Kouvel–Fisher method, but also confirm the Widom critical relation δ = 1 + γ / β . The self-consistency and reliability of the obtained critical exponents are further verified by the scaling equations. Additionally, a universal curve of − Δ S is constructed with rescaling temperature and electric field, so that one can extrapolate the ECE in a certain temperature and electric field range, which would be helpful in designing controlled electric refrigeration devices." @default.
• W2570494759 created "2017-01-13" @default.
• W2570494759 creator A5087801149 @default.
• W2570494759 date "2017-04-01" @default.
• W2570494759 modified "2023-09-29" @default.
• W2570494759 title "Critical scaling analysis for displacive-type organic ferroelectrics around ferroelectric transition" @default.
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• W2570494759 doi "https://doi.org/10.1016/j.physa.2016.12.085" @default.
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