2007
DOI: 10.1088/0953-8984/19/18/186221
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Phase transitions in the urea/n-nonadecane system by calorimetric techniques

Abstract: A calorimetric study of urea/n-nonadecane, CO(NH(2))(2)/C(19)H(40), and the deuterated derivatives, CO(ND(2))(2)/C(19)D(40) and CO(NH(2))(2)/C(19)D(40), around the structural phase transition temperature is presented. For this purpose differential scanning (DSC), temperature-modulated (AC) and adiabatic calorimetry have been used and the obtained results are compared. Leaving apart the noticeable peak associated with the main phase transition at 158.5, 149.4 and 154 K respectively, small anomalies of the speci… Show more

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Cited by 7 publications
(14 citation statements)
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References 43 publications
(55 reference statements)
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“…In §3, we have proposed instead that the ‘transition’ at T c2 actually corresponds to a ‘crossover’ between two competing order parameters belonging to the same symmetry. Now, the observed phase transition at T c1 is clearly first order, given the abrupt changes in lattice parameters (and hence in the spontaneous strain e 1 – e 2 ) and the thermal hysteresis observed at this transition [ 12 , 29 , 57 ], which implies that 0 (and C 1 > 0) in equation (3.5). We also recall that two zone boundary order parameters Q 1 and Q 2 both contribute to the new reflections ( h , k , l′ , m′ ) that appear in the low-temperature phase in positions with h + k odd, including main reflections for the host substructure (with m′ = 0), main reflections for the guest substructure (with l′ = 0) and satellite reflections (with l′ ≠ 0 and m′ ≠ 0).…”
Section: Comparison With Experimental Datamentioning
confidence: 99%
See 1 more Smart Citation
“…In §3, we have proposed instead that the ‘transition’ at T c2 actually corresponds to a ‘crossover’ between two competing order parameters belonging to the same symmetry. Now, the observed phase transition at T c1 is clearly first order, given the abrupt changes in lattice parameters (and hence in the spontaneous strain e 1 – e 2 ) and the thermal hysteresis observed at this transition [ 12 , 29 , 57 ], which implies that 0 (and C 1 > 0) in equation (3.5). We also recall that two zone boundary order parameters Q 1 and Q 2 both contribute to the new reflections ( h , k , l′ , m′ ) that appear in the low-temperature phase in positions with h + k odd, including main reflections for the host substructure (with m′ = 0), main reflections for the guest substructure (with l′ = 0) and satellite reflections (with l′ ≠ 0 and m′ ≠ 0).…”
Section: Comparison With Experimental Datamentioning
confidence: 99%
“…For n- nonadecane/urea, the I ↔ II phase transition occurs at T c1 ≈ 157 K (on cooling). However, the ‘classical’ description of this phase transition, as discussed above, was questioned recently [ 28 ], together with the report of another phase transition at a lower temperature T c2 ≈ 140 K (on cooling), corresponding to a weak thermal event in DSC data [ 29 ]. The ‘new phase’ below T c2 was denoted as ‘phase III’ [ 28 ].…”
Section: Introductionmentioning
confidence: 99%
“…These simple relationships suggest that, for the lowtemperature phases of both n-hexadecane/urea and nnonadecane/urea, the (3 + 2)-dimensional superspace group descriptions are not necessary. In our single-crystal X-ray diffraction study of n-nonadecane/urea, data were recorded for phase II at 147 K (i.e., just below the I↔II transition temperature T 1 = 157 K [59]) and for phase III at 100 K (i.e., well below the II↔III transition temperature T 2 = 140 K [59]). Representative one-dimensional l-scans through reciprocal space, parallel to the c * host and c * guest axes, are shown for phase II in fig.…”
mentioning
confidence: 99%
“…These results have been discussed extensively in the literature [3,4,69] and were obtained using excellent spatial resolution and temperature calibration, including measurements using cold neutron scattering on triple axis spectrometers [3,4], and on a synchrotron X-ray diffractometer [7]. For n -nonadecane-h 40 /urea-h 4 , T c1 = (158.8 ± 0.1) K and T c2 = (147.0 ± 0.1) K, according to adiabatic measurements [10].…”
mentioning
confidence: 99%