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Featured researches published by Ivo Sláma.


Journal of Solution Chemistry | 1979

The phase diagram and supercooling conditions for the Ca(NO3)2−CaCl2−H2O system

Petr Pacák; Ivo Sláma

The liquidus temperature and induction periods were measured for crystallization in a system of calcium nitrate, calcium chloride, and water over a concentration range of 5–20 mole% Ca(II), i.e., R=4–18 [R=moles H2O/moles Ca(II)] and ycl=0–1 [ycl=moles Cl−/moles (NO3−+Cl−)]. A ternary phase diagram was constructed, and qualitative dependences of the supercooling at which the solution began to crystallize on the system composition were found. A wide range of stability toward crystallization was found for solutions withR=4–10 and ycl=0–0.7 The relationships between the system stability toward crystallization and the viscosity, glass-transition temperature, and the liquidus temperature are discussed.


Zeitschrift für Physikalische Chemie | 1983

The Liquidus and Glass Transition Temperature of the Silver Nitrate—Dimethylsulphoxide—Water System

Petr Pacák; Jarmila Malá; Ivo Sláma

— 60 mol% silver nitrate at various compositions of mixed solvent. The monosolvate of silver nitrate is formed and was isolated in crystalline form. The glass transition temperatures (Ts) of this system were also studied. It was found that, at a constant composition of the mixed solvent, the dependence of the glass transition on the salt concentration can be approximated by a linear relationship in the same way as that on the dimethylsulphoxide content in the solvent at a constant salt concentration in solution.


Journal of Solution Chemistry | 1983

Liquidus and glass transition temperatures of the ammonium nitrate-dimethylsulfoxide-water system

Jarmila Malá; Petr Pacák; Ivo Sláma

The liquidus temperature was measured in the ammonium nitrate-dimethylsulfoxide-water system over in the concentration range 0–60 mole% ammonium nitrate. The probable formation of the NH4NO3·nDMSO solvate with n=1.3–1.5 and the mixed solvate NH4NO3·DMSO·H2O at 30 mole% ammonium nitrate and a DMSO:H2O ratio of 4∶1 are indicated. The glass transition temperatures Tg were measured over a salt concentration range of 0–50 mol% ammonium nitrate and at various compositions of the mixed solvent (yDMSO=0.1–0.9 mole fraction). At a constant mixed solvent composition, the dependence of the glass transition temperature on the salt concentration can be approximated by a linear relationship, as can its dependence on the DMSO content in the solution at constant salt concentration. The glass-forming composition regions were found and the limits of this region are discussed.


Journal of Solution Chemistry | 1979

Temperature and composition dependence of the viscosity of highly concentrated aqueous electrolyte solutions

Ivo Sláma; Z. Kodejš

Isoviscosity lines have been calculated from the equation proposed for description of the temperature-composition dependence of viscosity of highly concentrated aqueous electrolyte solutions and compared with the phase diagram andTg values. Applicability of the equation is discussed for several inorganic salt systems.


Journal of Chemical & Engineering Data | 1986

Densities of aqueous electrolyte solutions. A model for a data bank

Ivan Horsák; Ivo Sláma


Collection of Czechoslovak Chemical Communications | 1983

Calculation of the phase diagram for the system water-dimethyl sulphoxide

Ivan Horsák; Ivo Sláma


Collection of Czechoslovak Chemical Communications | 1980

Densities and molar volumes of the Ca(NO 3 ) 2 -CaBr 2 -H 2 O system

Zdeněk Kodejš; Ivo Sláma


Collection of Czechoslovak Chemical Communications | 1978

Temperature of glass transition and equivalent conductivity of hydrated melts in a mixture of calcium nitrate and calcium chloride

Jarmila Malá; Jiří Novák; Zdeněk Kodejš; Ivo Sláma


Collection of Czechoslovak Chemical Communications | 1987

A lattice model of electrolytes for the whole concentration range

Ivan Horsák; Ivo Sláma


Collection of Czechoslovak Chemical Communications | 1987

Ion solvation in mixed solvents. An ab initio study

Petr Kyselka; Zdeněk Havlas; Ivo Sláma

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Jarmila Malá

Czechoslovak Academy of Sciences

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Petr Pacák

Czechoslovak Academy of Sciences

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Ivan Horsák

Czechoslovak Academy of Sciences

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Zdeněk Kodejš

Czechoslovak Academy of Sciences

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Petr Kyselka

Czechoslovak Academy of Sciences

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Jindřich Novák

Czechoslovak Academy of Sciences

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Mojmír Skokánek

Czechoslovak Academy of Sciences

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Zdeněk Havlas

Czechoslovak Academy of Sciences

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Hana Špalková

Czechoslovak Academy of Sciences

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Z. Kodejš

Czechoslovak Academy of Sciences

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