Abstract:The two-component system cycloheptanol (C7) + cyclooctanol (C8) has been studied by means of thermal
analysis, X-ray powder diffraction, and dielectric spectroscopy. In a first step, the polymorphism of pure C7
and C8 has been revised, and new unpublished crystallographic data of the stable phases have been reported.
Evidence for the isomorphism relationship between the simple cubic (SC) phases of both of the pure components
has been seen through the continuous evolution of the lattice parameters, the continuo… Show more
“…Stable polymorphism C 7 -OH is one of the cyclic alcohols which exhibits the most complicated polymorphism, due to the existence of a great amount of metastable phases. From an earlier work [27], it seems to be clear that three different solid phases (denoted on cooling from the liquid state as I, II and III) could be identified down to about 170 K. Their transition temperatures (earlier consigned in Table 1 of the Ref. [27]) seem to be consistent with those obtained from several experimental techniques, in previous published works [21][22][23]25].…”
Section: Resultssupporting
confidence: 74%
“…From an earlier work [27], it seems to be clear that three different solid phases (denoted on cooling from the liquid state as I, II and III) could be identified down to about 170 K. Their transition temperatures (earlier consigned in Table 1 of the Ref. [27]) seem to be consistent with those obtained from several experimental techniques, in previous published works [21][22][23]25]. Preliminary X-ray diffraction experiments [27] revealed that phase I is simple cubic with a unit-cell parameter of 11.54(1) Å at 273 K (Z = 8) and phase II is tetragonal with unit-cell parameters of a = 19.487(2) Å and c = 11.7805(2) Å at 248.15 K (Z = 24).…”
Section: Resultsmentioning
confidence: 99%
“…[27]) seem to be consistent with those obtained from several experimental techniques, in previous published works [21][22][23]25]. Preliminary X-ray diffraction experiments [27] revealed that phase I is simple cubic with a unit-cell parameter of 11.54(1) Å at 273 K (Z = 8) and phase II is tetragonal with unit-cell parameters of a = 19.487(2) Å and c = 11.7805(2) Å at 248.15 K (Z = 24). As for X-ray diffraction patterns concerning phase III did not seem to have the required precision to indicate unambiguous lattice symmetry.…”
Section: Resultsmentioning
confidence: 99%
“…As for X-ray diffraction patterns concerning phase III did not seem to have the required precision to indicate unambiguous lattice symmetry. Anyway, a possible orthorhombic symmetry with similar a and c parameters as tetragonal phase II and one slightly different parameter b, was suggested [27].…”
Section: Resultsmentioning
confidence: 99%
“…As for its solid state polymorphism, a great amount of works has been published up to now, in which several experimental techniques have been used [20][21][22][23][24][25][26][27]. Surprisingly, next to nothing devoted to the structural features of the solid states has been published [27]. There exists a wide consensus in the scientific literature about three stable solid phases, although, some evidences for an additional stable solid phase have been reported [20,22].…”
“…Stable polymorphism C 7 -OH is one of the cyclic alcohols which exhibits the most complicated polymorphism, due to the existence of a great amount of metastable phases. From an earlier work [27], it seems to be clear that three different solid phases (denoted on cooling from the liquid state as I, II and III) could be identified down to about 170 K. Their transition temperatures (earlier consigned in Table 1 of the Ref. [27]) seem to be consistent with those obtained from several experimental techniques, in previous published works [21][22][23]25].…”
Section: Resultssupporting
confidence: 74%
“…From an earlier work [27], it seems to be clear that three different solid phases (denoted on cooling from the liquid state as I, II and III) could be identified down to about 170 K. Their transition temperatures (earlier consigned in Table 1 of the Ref. [27]) seem to be consistent with those obtained from several experimental techniques, in previous published works [21][22][23]25]. Preliminary X-ray diffraction experiments [27] revealed that phase I is simple cubic with a unit-cell parameter of 11.54(1) Å at 273 K (Z = 8) and phase II is tetragonal with unit-cell parameters of a = 19.487(2) Å and c = 11.7805(2) Å at 248.15 K (Z = 24).…”
Section: Resultsmentioning
confidence: 99%
“…[27]) seem to be consistent with those obtained from several experimental techniques, in previous published works [21][22][23]25]. Preliminary X-ray diffraction experiments [27] revealed that phase I is simple cubic with a unit-cell parameter of 11.54(1) Å at 273 K (Z = 8) and phase II is tetragonal with unit-cell parameters of a = 19.487(2) Å and c = 11.7805(2) Å at 248.15 K (Z = 24). As for X-ray diffraction patterns concerning phase III did not seem to have the required precision to indicate unambiguous lattice symmetry.…”
Section: Resultsmentioning
confidence: 99%
“…As for X-ray diffraction patterns concerning phase III did not seem to have the required precision to indicate unambiguous lattice symmetry. Anyway, a possible orthorhombic symmetry with similar a and c parameters as tetragonal phase II and one slightly different parameter b, was suggested [27].…”
Section: Resultsmentioning
confidence: 99%
“…As for its solid state polymorphism, a great amount of works has been published up to now, in which several experimental techniques have been used [20][21][22][23][24][25][26][27]. Surprisingly, next to nothing devoted to the structural features of the solid states has been published [27]. There exists a wide consensus in the scientific literature about three stable solid phases, although, some evidences for an additional stable solid phase have been reported [20,22].…”
Low‐molecular weight cyclic alcohols as cycloheptanol (C7H14O, hereinafter referred to as cC7‐ol) and cyclooctanol (C8H16O, cC8‐ol) are prototypical materials displaying OD phases which, under fast cooling give rise to orientational glasses (OG). In addition to the ubiquitous α‐relaxation of canonical glasses, several secondary relaxations appear for the mentioned systems (β and γ for cC8‐ol and β for cC7‐ol). The intramolecular character of these secondary relaxations for these materials as well as their mixed crystals was highlighted at temperatures close but above the glass transition. For lower temperatures the low values of dielectric strength makes difficult to account for the relaxation times obtained from the permittivity losses and, thus in this work we present a data analysis based on the Kramers–Kronig relations which connect the real and imaginary parts of dielectric permittivity and shows up a new method to make evident the existence of such secondary relaxations as well as to avoid phenomenological equations for determining the relaxation time.
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