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Journal ArticleDOI

Hydrazine: Heat Capacity, Heats of Fusion and Vaporization, Vapor Pressure, Entropy and Thermodynamic Functions

TLDR
In this paper, a vibrational assignment was made for spiropentane with the aid of detailed normal coordinate calculations, and the experimental values of C/sub p/, the heat capacity in the ideal gas state, may be represented by the equation: C/sup 0//sub p/ = -7.078 + 0.10850T - 4.799 x 10/sup -5/T/sup 2/.
Abstract
The heat capacity of spiropentane in the solid and liquid states was measured over the temperature range 12 to 298/sup 0/K. The melting point (166.14 +- 0.05/sup 0/K) and heat of fusion (1538 cal./mole) were determined. The heat of vaporization was measured at three temperatures, and the values found were 6753, 6572 and 6393 cal./mole, at 10.00, 25.00 and 38.98/sup 0/, respectively. The heat capacity of the vapor was measured at five different temperatures in the range 318 to 487/sup 0/K. The experimental values of C/sub p/, the heat capacity in the ideal gas state, may be represented by the equation: C/sup 0//sub p/ = -7.078 + 0.10850T - 4.799 x 10/sup -5/T/sup 2/. The vapor pressure was measured over the temperature range from 3 to 71/sup 0/, and the following equation was found to fit the vapor-pressure data: log/sub 10/p = 6.91794 - 1090.589/(t + 231.165). An equation for the second virial coefficient, B, in the equation of state PV = RT + BP was obtained from thermal data. This equation is B(cc.) = -57 - 136.7 exp(650/T). The entropy of liquid spiropentane is 46.29 = 0.10 cal./deg./mole, and the entropy of the vapor in the ideal gas statemore » at one atmosphere pressure is 67.45 = 0.15 cal./deg./mole, both at 298.16/sup 0/K. A vibrational assignment was made for spiropentane with the aid of detailed normal coordinate calculations. Using this vibrational assignment and other molecular structure data, values of the functions (H/sub 0//sup 0/ - F/sup 0//sub T/)/T H/sup 0//sub T/ - H/sub 0//sup 0/, S/sup 0/ and Cp/sup 0/ were computed for selected temperatures up to 1500/sup 0/K.« less

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Ammonia and related chemicals as potential indirect hydrogen storage materials

TL;DR: The saturation order of piecewise constant approximation in Lp norm on convex partitions with N cells is N−2/(d+1), where d is the number of variables as discussed by the authors.
Journal ArticleDOI

Phase Transition Enthalpy Measurements of Organic and Organometallic Compounds. Sublimation, Vaporization and Fusion Enthalpies From 1880 to 2015. Part 1. C1-C10

TL;DR: A compendium of phase change enthalpies including fusion, vaporization, and sublimation was published in 2010 as mentioned in this paper, which included organic, organometallic, and a few inorganic compounds.
Journal ArticleDOI

Vibrational spectrum of hydrazine-d sub 4 and a Raman study of hydrogen bonding in hydrazine.

TL;DR: A complete vibrational analysis based on band type, position, and depolarization values is given which satisfies the product rule for both the a and b vibrational symmetry species and indicates that part of the intensity of the 3189‐cm−1 band arises from a vibrational mode of the hydrazine monomer.
Journal ArticleDOI

On the Infrared Spectrum of Hydrazine

TL;DR: In this article, the absorption spectrum of hydrazine was reexamined in the region 1.5-25μ with a prism instrument and some twenty bands were found, some of which were appreciably different from previous data.
Journal ArticleDOI

The Infra-Red Spectrum of Hydrogen Peroxide

TL;DR: The absorption spectrum of hydrogen peroxide vapor was examined under low dispersion in the range 2-15µ as mentioned in this paper, and four bands were observed at 3590, 2630, 1255, and 877 cm^-1.
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