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Reply to the Comment on “Phase transitions, screening and dielectric response of CsPbBr 3 ” by Š. Svirskas, S. Balčiūnas, M. Šimėnas, G. Usevičius, M. Kinka, M. Velička, D. Kubicki, M. E. Castillo, A. Karabanov, V. V. Shvartsman, M. R. Soares, V. Šablinskas, A. N. Salak, D. C. Lupascu and J. Banys, J. Mater. Chem. A , 2020, 8 , 14015

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Abstract

In this contribution, more evidence is provided to support the presence of low-temperature anomaly in CsPbBr 3 single crystals.

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Measurements of dielectric properties, pyroelectricity, and the electron paramagnetic resonance spectrum of Gd3+ as a function of temperature have been used to examine the phase transitions in CsPbCl 3 . The results indicate the presence of five phase transitions and the loss of a center of symmetry at 194 K. The results together with the apparent order of the transitions, and published data, enable the Landau criterion to be used so that the point group of each phase may be identified. A reasonable choice of space group is also made.
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Studies of the EPR of dilute Mn2+ in CsPbCl3 have been carried out over the temperature range 77°–340°K. Crystalline phase changes as indicated by changes in the Pb site symmetry were evident at 320°K (46.5°C) and 185°K. The first of these has been reported previously while the latter is apparently a new observation. Between 185° and 320°K, the EPR spectra can be assigned to two and possibly four crystallographically equivalent sets of magnetically inequivalent sites, the spectra of the ith set derivable from the spin Hamiltonian i=gβ H · S +Di[Sz2- 1 3 S(S+1)]+Ei(Sx2-Sy2)+ 1 6 ai(Sx4+Sy4+Sz4)+ASzIz+B(SxIx+SyIy) . Typical values of the crystal field parameters are: A = -87.5 G, B = -86.5 G, and a≈1 G; all sensibly temperature independent, while D and E are temperature dependent. For example at 195°K, D1,2,3,4=45 G and E1= -E2=7.2 G, E3=6.4 G, and E4= -5.0 G. Both D and E tend continuously to zero at 320°K. Thus, the individual site symmetries are evidently orthorhombic and the overall crystal symmetry is apparently orthorhombic or nearly so. Some discussion of possible crystal space groups is included.
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