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Fe~(2+)-Mn~(2+)-Zn~(2+)-NH4~+-SO4~(2-)-H2O中三元子体系298K相平衡及物化性质研究

Study on Phase Equilibria and Physicochemical Properties in the Sub-ternary System Coming from the System of Fe~(2+)-Mn~(2+)-Zn~(2+)-NH4~+-SO4~(2-)-H2O at 298 K

【作者】 慕思国

【导师】 唐谟堂; 彭长宏;

【作者基本信息】 中南大学 , 有色金属冶金, 2005, 硕士

【摘要】 本文采用等温溶解平衡法,研究了Me2+-NH4++SO42--H2O(Me2+代表Mn2+,Zn2+,Fe2+)、Mn2+-Zn2+-SO42--H2O、Fe2+-Zn2+-SO42--H2O和Fe2+-Mn2+-SO42--H2O六个三元体系在298K下的固液相平衡,绘制了平衡相图。测定了三元体系Zn2+-NH4+-SO42--H2O、Mn2+-NH4+-SO42--H2O、Fe2+-Zn2+-SO42--H2O和Mn2+-Zn2+-SO42--H2O饱和溶液的密度和pH值,并运用前苏联经验公式计算了这些三元体系饱和溶液的密度和结晶物的折光率,绘制了密度-组成、pH-组成曲线和折光率-组成曲线。 相平衡实验研究结果表明:在298K下,Mn2+-NH4+-SO42--H2O三元体系固液平衡相图中,存在三条饱和曲线,对应的平衡固相分别是:MeSO4·nH2O、(NH42Me(SO42·6H2O和(NH42SO4;两个共饱和点,分别析出:MeSO4·nH2O和(NH42Me(SO42·6H2O,(NH42 Me(SO42·6H2O和(NH42SO4;三个纯盐结晶区:(NH42 Me(SO42·6H2O,MeSO4·nH2O和(NH42SO4,一个混合盐晶区。在三元体系Mn2+-Zn2+-SO42--H2O饱和固液平衡相图中存在两条饱和曲线,对应的平衡固相分别是:ZnSO4·7H2O和MnSO4·7H2O;一个共饱和点,在共饱和点析出固相为ZnSO4·7H2O和MnSO4·7H2O;两个纯盐结晶区:ZnSO4·7H2O和MnSO4·7H2O,一个混合盐结晶区。在三元体系Fe2+-Zn2+-SO42--H2O饱和固液平衡相图中,存在两条饱和曲线,对应的固相分别是:ZnSO4·7H2O和FeSO4·7H2O;一个共饱和点,在共饱和点析出固相为ZnSO4·7H2O和FeSO4·7H2O;两个纯盐结晶区:ZnSO4·7H2O和

【Abstract】 In this paper, solubility phase equilibria were studied in the ternary systems of Me2+-NH4+-SO42- -H2O ( Me2+ is Mn2+, Zn2+, Fe2+), Mn2+-Zn2+-SO42--H2O, Fe2+-Zn2+-SO42--H2O and Fe2+-Mn2+-SO42--H2O at 298 K by the isothermal method of equilibrium. The densities and value of pH of the saturated solutions in the systems of Zn2+-NH4+-SO42-"-H2O, Mn2+-NH4+-SO42--H2O, Fe2+-Zn2+-SO42-"-H2O and Mn2+-Zn2+-SO42--H2O also were determined. According to Ezrokhin equations, the densities and refractive indexes of the equilibrium liquid phase were calculated. The solubility phase diagrams and physicochemical properties curves were drawn.The solubility isothermal phase diagrams of the ternary systems of Me2+-NH4+-SO42--H2O consist of three invariant branches, two invariant points and three crystallization fields. Corresponding to three crystallization fields, there have three kinds of solid phase, such as MeSO4.nH2O, (NH42SO14 and (NH42Me(SO42.6H2O,respectively. There are just two invariant branches, one invariant point and two crystallization fields of the solubility diagrams of the ternary systems of Fe2+-Mn2+-SO42-"-H2O, Fe2+-Zn2+-SO42- -H2O and Mn2+-Zn2+-SO42--H2O, respectively. The only difference is the equilinria solid phase, ZnSO4.7H2O and MnSO4.7H2O in the system of Mn2+-Zn2+-SO42--H2O, ZnSO4.7H2O and FeSO4-7H2O in the system of Fe2+-Zn2+-SO42-"-H2O, FeSO4-7H2O and MnSO4.5H2O in the system of Mn2+-Zn2+-SO42--H2O.At the eutectic point, because plenty of crystalloid nucleus form or lots of crystals dissolve suddenly, concentration of the saturation solution have a marked change. At the same time, the refractive indexes of crystals also have a sudden change because of new crystals forming or existence crystals dissolving. The values of pH change slowly in all systems. The calculated results of the densities and refractive indexes agree with that of the experimental results.

  • 【网络出版投稿人】 中南大学
  • 【网络出版年期】2006年 06期
  • 【分类号】TG111
  • 【被引频次】2
  • 【下载频次】257
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