A cyclohexane-solvated Cao compound was calorimetrically found to form two stoichiometric crystalline phases, C,(C,H,,) Is.7 and C60(C6H& The former phase has a novel structure AB13 composed of binary spheres. The solubility of C60(C6HIZ)13.7 was measured at various temperatures. CsO( C6H12) 13.7 is
Stoichiometry and phase behavior of carbon tetrachloride solvates of C60
β Scribed by Yatsuhisa Nagano; Tadanobu Tamura
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 344 KB
- Volume
- 252
- Category
- Article
- ISSN
- 0009-2614
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β¦ Synopsis
Two solvated crystals of C6o were formed from CC14 solutions. It was found that the cubic solvated crystal is composed of a C6o(CCI4)13 formula unit while the hexagonal crystal has a C6o(CC14) 2 unit. These solvates have phase behavior comparable with that of cyclohexane solvates of C6o, being closely related to binary sphere mixtures with a characteristic diameter ratio of 0.58. The present calorimetric study strongly suggests that the C60(CC14)13 crystal has an ABa3-type structure, in which icosahedron clusters of CCI 4 like those in the cyclohexane analogue are formed.
π SIMILAR VOLUMES
Polythermal investigation of the C6o-CC14 system resulted in two phase diagrams. The stable one involves two solvates with 1 : 12 and 1 : 2 molar ratios, respectively. A metastable diagram, only showing the 1 : 2 solvate, has been observed. C6o, 12 CCI 4 and C6o, 2 CC14 decompose peritectically at 2
The rate-limiting barrier for peptide transport across lipid bilayers is the nonpolar hydrocarbon interior. Permeating peptides may undergo conformational changes during their transfer from an aqueous solution into the barrier domain, thus facilitating peptide transport. To test this hypothesis, all
## The reaction (3) i-CpF, + CCli-C3F&l + CCl3 was investigated in the gas phase over the range 80-225Β°C using the photolysis of heptafluoroisopropyl iodide as the source of radicals. The rate constant, based on the value of 1013 36 cm3 mol log(k3/cm3 mol-' s-l) = (13.10 2 0.20) -(14000 \* 280)/0