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首页> 外文期刊>The Journal of Chemical Thermodynamics >Phase equilibria and the thermodynamic properties of methyl and ethyl esters of carboxylic acids. 1. Methyl n-butanoate and ethyl propanoate
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Phase equilibria and the thermodynamic properties of methyl and ethyl esters of carboxylic acids. 1. Methyl n-butanoate and ethyl propanoate

机译:羧酸甲酯和乙酯的相平衡和热力学性质。 1.正丁酸甲酯和丙酸乙酯

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The heat capacity of methyl n-butanoate in crystalline and liquid states was measured by vacuum adiabatic calorimetry over the temperature range from (8 to 372) K. The triple point temperature, the enthalpy and entropy of fusion, and the purity of the sample were determined. The saturated vapour pressure and the boiling temperatures were determined by comparative ebulliometry in the "atmospheric" pressure range 10.8 ≤ (p/kPa) ≤ 99.6. The normal boiling temperature, T _(n.b), and the enthalpy of vaporization at T = 298.15 K and T _(n.b) were derived. The thermodynamic functions (absolute entropy and changes of the enthalpy, and Gibbs free energy) were derived for the solid and liquid states in the temperature range studied and for the ideal gas state at T = 298.15 K. The ideal gas heat capacities and the absolute entropies of methyl n-butanoate (MeBu) and ethyl propanoate (EtPr) were calculated by statistical thermodynamics on the basis of the molecular constants determined by the use of density functional theory on the B3LYP level. The experimental vapour pressure of MeBu and EtPr [1] of moderate temperature intervals, Δ _(exp)T = (59/65) K, were extended to the entire range of the liquids, Δ _(liq)T = (364.7/345.7) K by the methods of the corresponding states law and simultaneous treatment of the pT-parameters and low-temperature heat capacities of the ideal gas and liquid, respectively. An additive contribution of the carbonyl group CO-(C, O) connected with C and O atoms was determined for calculation of the absolute molar entropies at T = 298.15 K, Sm0(g)(298K), by additive Benson's scheme.
机译:通过真空绝热量热法在(8至372)K的温度范围内测量了结晶和液态正丁酸甲酯的热容。三点温度,熔融焓和熵变以及样品的纯度分别为决心。在“大气压”压力范围10.8≤(p / kPa)≤99.6的条件下,通过比较浊度法测定饱和蒸气压和沸腾温度。得出正常沸腾温度T _(n.b),以及在T = 298.15 K和T _(n.b)时的蒸发焓。在研究的温度范围内,对于固态和液态以及在T = 298.15 K时的理想气体状态,导出了热力学函数(绝对熵和焓的变化以及吉布斯自由能)。理想的气体热容量和绝对值基于统计常数,使用密度泛函理论在B3LYP水平上确定分子常数,通过统计热力学计算正丁酸甲酯(MeBu)和丙酸乙酯(EtPr)的熵。 MeBu和EtPr [1]的温度间隔中等的实验蒸气压Δ_(exp)T =(59/65)K扩展到液体的整个范围,Δ_(liq)T =(364.7 / 345.7)通过相应状态定律的方法分别对理想气体和液体的pT参数和低温热容进行同时处理。通过加性Benson方法,确定了与C和O原子连接的羰基CO-(C,O)的累加贡献,以计算T = 298.15 K,Sm0(g)(298K)时的绝对摩尔熵。

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