Abstract:Cs2CdI4 crystals are grown from the melt (A) and from water solution (B). Optic, dielectric, X‐ray, and calorimetric investigations are carried out. Crystal A shows three phase transitions at 332.3, 259.6, and 183.4 K with following sequence of phases: commensurate orthorhombic of β‐K2SO4 type (a0 = 1.074, b0 = 0.8458, c = 1.4852 nm) ↔ incommensurate ↔ monoclinic ferroelastic (P21n) ↔ triclinic ferroelastic (P1). The B‐crystal belongs to monocline symmetry (P21/m) and undergoes transformation into the orthorho… Show more
“…DTA thermograms measured on heating displayed endothermic anomalies due to phase transitions at 183 ± 1, 259.3 ± 0.6 and 331.6 ± 0.7 K, in good agreement with the reported transition temperatures, Tc,T c and T ]C [4,10,11], respectively.…”
Section: X-ray Powder Diffraction and Dtasupporting
confidence: 88%
“…The N and C phases were shown to be isomorphous with corresponding phases in Cs 2 HgBr 4 [6], while a modulation wave vector in the IC phase (qr IC ~ 0.26a*) [4] is different from that in the bromo compound (q lc ~ 0.15a*) [7],…”
Section: Introductionmentioning
confidence: 90%
“…In this compound, the dynamics of the IC phase modulation wave could also be described by the classical planewave-approximation in all temperature range of the IC phase [3], In the present study, we selected Cs 2 CdI 4 , reported to form an IC phase below 259.6 K [4], and intended to reveal the mechanism of the N-IC phase transition by comparing NMR results with those obtained for Cs 2 CdBr 4 and Cs 2 HgBr 4 [3].…”
Section: Introductionmentioning
confidence: 99%
“…B undergoes no phase transition below room temperature but transforms to A at ca. 420 K. On the other hand, A undergoes successive phase transitions [4]:…”
133Cs NMR spin-lattice relaxation times(Ti) in crystalline Cs 2 CdI 4 were measured at 225 -373 K. The critical exponent ( of T\ observed near the normal-incommensurate transition in the normal phase was determined to be 0.62 ± 0.03, in good agreement with the predicted value for three-dimensional XK-model. The frequency dependent T\ in the incommensurate phase could be explained by the fluctuation of amplitudon and small gap phason.
“…DTA thermograms measured on heating displayed endothermic anomalies due to phase transitions at 183 ± 1, 259.3 ± 0.6 and 331.6 ± 0.7 K, in good agreement with the reported transition temperatures, Tc,T c and T ]C [4,10,11], respectively.…”
Section: X-ray Powder Diffraction and Dtasupporting
confidence: 88%
“…The N and C phases were shown to be isomorphous with corresponding phases in Cs 2 HgBr 4 [6], while a modulation wave vector in the IC phase (qr IC ~ 0.26a*) [4] is different from that in the bromo compound (q lc ~ 0.15a*) [7],…”
Section: Introductionmentioning
confidence: 90%
“…In this compound, the dynamics of the IC phase modulation wave could also be described by the classical planewave-approximation in all temperature range of the IC phase [3], In the present study, we selected Cs 2 CdI 4 , reported to form an IC phase below 259.6 K [4], and intended to reveal the mechanism of the N-IC phase transition by comparing NMR results with those obtained for Cs 2 CdBr 4 and Cs 2 HgBr 4 [3].…”
Section: Introductionmentioning
confidence: 99%
“…B undergoes no phase transition below room temperature but transforms to A at ca. 420 K. On the other hand, A undergoes successive phase transitions [4]:…”
133Cs NMR spin-lattice relaxation times(Ti) in crystalline Cs 2 CdI 4 were measured at 225 -373 K. The critical exponent ( of T\ observed near the normal-incommensurate transition in the normal phase was determined to be 0.62 ± 0.03, in good agreement with the predicted value for three-dimensional XK-model. The frequency dependent T\ in the incommensurate phase could be explained by the fluctuation of amplitudon and small gap phason.
“…In the previous studies of this crystal main attention was focused on investigation of the structural phase transitions (Aleksandrov et al, 1988;Melnikova and Primak, 1992) and impurity luminescence (Bolesta and Furgala, 1991). The Cs 2 CdI 4 crystal possesses the phase transitions at 332.4, 259.6 and 183.5 K.…”
The temperature dependences of luminescence intensity I(T) and decay time τ(T) of Mn‐doped Cs2CdI4 single crystals are studied. The analysis of experimental results evidences the associated character of the impurity incorporation and the existence of a global dynamic hysteresis of I(T) and τ(T). The formation of a global dynamic hysteresis is connected with the different mutual positions of luminescence centres formed at cooling or heating, as well as with the behaviour of the electronic subsystem at intraband excitation of the crystals.
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