Search Results
Search criteria:
Author: | Eizen |
9 matching references were found.
Eizen, O.; Elvelt, A.; Kudryavtseva, L.S.; Kirss, N.; Ivanov, A., Osnovn. Fiz.-Chim. Svoistva Individ. Izomerov Normal. Alken, Alkilciklen, Alkanol I Alkenol, Akad. Nauk Eston.: SSR, Tallin, 1986. [all data]
Kudryavtseva, L.S.; Eizen, O., Liquid-vapor equilibrium in the systems thiophene + nitromethane, methanol + thiophene, and methyl ethyl ketone + thiophene, Zh. Prikl. Khim. (Leningrad), 1970, 43, 708-711. [all data]
Orav, A.; Eizen, O., Determination of normal olefins in shale oil coking distillates by capillary gas chromatography, Eesti NSV teaduste akadeemia, 1971, 20, 2, 120-126. [all data]
Kudryavtseva, L.S.; Eizen, O.G.; Susarev, M.P., Compositions of ternary azeotropes and their variation with temperature IV the azeotropic properties of seven three-component systems, Russ. J. Phys. Chem. (Engl. Transl.), 1966, 40, 688-691. [all data]
Kudryavtseva, L.S.; Susarev, M.P.; Eizen, O.G., Compositions of ternary azeotropes and their variation with temperature vi a reinvestigation of certain azeotropic mixtures of ternary heterogeneous liquid systems water - alcohol - ester, Russ. J. Phys. Chem. (Engl. Transl.), 1966, 40, 1416-1419. [all data]
Kudryavtseva, L.S.; Toome, M.Yu.; Eizen, O.G., Azeotropic characteristics of ternary sytems formed by n-alkenes-1 and thiophene with water and alcohols, Zh. Prikl. Khim. (Leningrad), 1975, 48, 1048-1052. [all data]
Kudryavtseva, L.S.; Viit, K.K.; Eizen, O.G., Calculation and investigation of liquid-vapor equilibrium in the system ethanol + benzene + thiophene, Zh. Prikl. Khim. (Leningrad), 1972, 45, 2590-2592. [all data]
Kudryavtseva, L.S.; Viit, K.K.; Eizen, O.G., Liquid-vapour equilibria in the ethanol + heptane + iso-octane and hex-1- ene + hexane + ethanol ternary systems, Russ. J. Phys. Chem. (Engl. Transl.), 1971, 45, 1061. [all data]
Kudryavtseva, L.S.; Susarev, M.P.; Eizen, O.G., Compositions of ternary azeotropes and their variation with temperature: vii ternary systems containing two binary azeotropes, Russ. J. Phys. Chem. (Engl. Transl.), 1969, 43, 233-235. [all data]