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Heats of dilution and related thermodynamic properties of aqueous neodymium chloride and erbium chloride solutions

机译:氯化钕和氯化水溶液的稀释热及相关的热力学性质

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摘要

A differential calorimeter has been constructed to measure the heats of dilution of electrolytic solutions. The differential method made possible the determination of heats of dilution to within a few thousands of a calorie. Precision of this order was necessary to obtain meaningful values for the thermodynamic properties of very dilute solutions;The heats of dilution of neodymium chloride and erbium chloride solutions have been measured at 25°C for concentrations up to 0.2 molal. Empirical expressions for the relative apparent molal heat content of the solute, \u26phis; L; the relative partial molal heat content of the solvent, L¯1; and the relative partial molal heat content of the solute, L¯2, have been derived from the heats of dilution. The following equations have been derived for neodymium chloride solutions: fL=6925 m1/2-16725 m+22278m3/2 -7596m2, 74 L1\u26d1;= -62.37m 3/2+301.32m2 -602.04m5/2+273.70 m3 ,80 L2\u26d1;=10387 m1/2-33450 m+55695m 3/2+22788 m2. 79 The corresponding equations for erbium chloride solutions were as follows: fL=5687 m1/2-8637m +7066m3/2, 87 L1\u26d1;=-51.2 3m3/2+155.60 m2-190.95 m5/2, 88 L2\u26d1;=8531 m1/2-17274 m+17665m 3/2. 89;The thermodynamic properties of neodymium chloride and erbium chloride solutions were the same, within experimental error, for concentrations above 0.02 molal. For concentrations below 4 x 10-4 molal, the thermodynamic properties of neodymium chloride solutions followed the Debye-Huckel law predictions, but the thermodynamic properties of erbium chloride solutions appeared to depart from theoretical predictions.
机译:已经构造了差示热量计以测量电解溶液的稀释热。差分法使得稀释热的测定可以在几千卡路里的范围内。要获得非常稀溶液的热力学性质的有意义的值,必须达到此顺序的精度;已在25°C下测量了浓度高达0.2摩尔的氯化钕和氯化concentrations溶液的稀释热。溶质的相对表观摩尔热含量的经验表达式。 L;溶剂的相对分摩尔热含量L′1;溶质的相对偏摩尔热含量L′2是从稀释热得出的。对于氯化钕溶液,已得出以下方程式:fL = 6925 m1 / 2-16725 m + 22278m3 / 2 -7596m2,74 L1 \ u26d1; = -62.37m 3/2 + 301.32m2 -602.04m5 / 2 + 273.70 m3 ,80 L2 \ u26d1; = 10387 m1 / 2-33450 m + 55695m 3/2 + 22788 m2。 79氯化溶液的相应方程式如下:fL = 5687 m1 / 2-8637m + 7066m3 / 2,87 L1 \ u26d1; =-51.2 3m3 / 2 + 155.60 m2-190.95 m5 / 2,88 L2 \ u26d1; = 8531 m1 / 2-17274 m + 17665m 3/2。 89;在实验误差范围内,浓度大于0.02摩尔的氯化钕和氯化er溶液的热力学性质相同。对于低于4 x 10-4摩尔的浓度,氯化钕溶液的热力学性质遵循Debye-Huckel法则的预测,但是氯化溶液的热力学性质似乎与理论预测背离。

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    Naumann, Alfred Wayne;

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  • 年度 1956
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