Publications -V-
  • Valderrama, J.O. and L.R. Reyes, Vapor-liquid equilibrium of hydrogen-containing mixtures. Fluid Phase Equilib., 1983. 13: p. 195-202.
  • Valderrama, J.O. and E.A. Molina, Interaction parameter for hydrogen-containing mixtures in the Peng-Robinson equation of state. Fluid Phase Equilib., 1986. 31(2): p. 209-19.
  • Valderrama, J.O., et al., Binary interaction parameters in cubic equations of state for hydrogen-hydrocarbon mixtures. Chem. Eng. Sci., 1990. 45(1): p. 49-54.
  • Valley, L.M. and R.C. Amme, Multiple velocity dispersion in normal hydrogen and in normal hydrogen-helium mixtures. J. Acoust. Soc. Am., 1968. 44(4): p. 1144-5.
  • Valley, L.M. and R.C. Amme, Rotational relaxation in parahydrogen and its mixtures with helium, neon, and argon at 300 degrees K. J. Chem. Phys., 1969. 50(8): p. 3190-5.
  • van Agt, F.P.G.A.J., Isotherms of di-atomic substances and their binary mixtures. XXXII. On the behaviour of hydrogen according to the law of corresponding states. Commun. Phys. Lab. Univ. Leiden, 1925(176C): p. 31-9.
  • van Agt, F.P.G.A.J. and H. Kamerlingh Onnes, Isotherms of mon-atomic substances and their binary mixtures. XXV. The compressibility of hydrogen- and helium-gas between 90 degrees and 14 degrees K. Commun. Phys. Lab. Univ. Leiden, 1925(176B): p. 13-29.
  • van Agt, F.P.G.A.J. and H. Kamerlingh Onnes, Isotherms of monatomic substances and their binary mixtures XXV. Idem of diatomic substances XXXI. The compressibility of hydrogen and helium gas between 90 degrees and 14 degrees K. 1963: Redstone Sci. Inform. Center, Transl. RSIC-30, 16 pp.
  • van Agt, F. P. G. A., Onnes, H. K., Isotherms of monatomic substances and their binary mixtures: xxv the same of diatomic substances xxxi the compressibility of hydrogen and helium gas between 90 k and 14 k, Proc. K. Ned. Akad. Wet., 1925, 28: p. 674-86.
  • Van Cleave, A.B. and O. Maass, The viscosities of deuterium-hydrogen mixtures. Can. J. Res., Sect. B, 1935. 13: p. 384-9.
  • Van Cleave, A.B. and O. Maass, The molecular diameter of deuterium as determined by viscosity measurements. Can. J. Res., 1935. 12: p. 57-62.
  • Van Cleave, A.B. and O. Maass, The thermal conductivity of deuterium. Can. J. Res., 1935. 12: p. 372-6.
  • van Dael, W., et al., Velocity of sound in liquid hydrogen. Cryogenics, 1965. 5(4): p. 207-12.
  • van de Ree, J., Thermal diffusion of asymmetric hydrogen molecules in inert gases. 1967, Rijksuniv, Leiden, Netherlands, Ph.D. Dissertation, 101 pp.
  • van de Ree, J., J. Los, and A.E. de Vries, The potential model for helium-hydrogen interaction in thermal diffusion. Physica (Amsterdam), 1967. 34: p. 66-80.
  • van de Ree, J. and J. Los, Temperature dependent diffusion and thermal diffusion in dilute molecular mixtures: the Lorentzian case of hydrogen isotopic molecules in Ar and kr. Physica, 1974. 75(3): p. 548-59.
  • van den Bergh, L.C. and J.A. Schouten, Prediction of fluid-fluid and fluid-solid equilibria in the molecular system helium-hydrogen up to 1 Mbar. J. Chem. Phys., 1988. 89(4): p. 2336-43.
  • van der Valk, F., Thermal diffusion in ternary mixtures. III. Hydrogen and helium isotopes. Physica (Amsterdam), 1964. 30: p. 729-40.
  • van Ditzhuyzen, P.G., L.J.F. Hermans, and H.F.P. Knaap, The temperature dependence of the viscomagnetic effect in the hydrogen isotopes. Physica A, 1977. 88(3): p. 452-77.
  • Van Dresar, N.T. and J.D. Siegwarth, Near-Horizontal, Two-Phase Flow Patterns of Nitrogen and Hydrogen at Low Mass and Heat Flux. 2001, NASA, TP-2001-210380: Cleveland OH.
  • Van Dresar, N.T., J.D. Siegwarth, and M.M. Hasan, Convective heat transfer coefficients for near-horizontal two-phase flow of nitrogen and hydrogen at low mass and heat flux. Cryogenics, 2002. 41: p. 805-811.
  • Van Dresar, N.T. and J.D. Siegwarth, Reference Gauging System for a Small-Scale Liquid Hydrogen Tank. 2003, NASA Glenn Research Center, NASA/TM-2003-212455: Cleveland OH.
  • Van Dresar, N.T. and J.D. Siegwarth, Cryogenic Transfer Line Chilldown. Advances in Cryogenic Engineering, 2004. 49: p. 308-315.
    van Gulik, W. and W.H. Keesom, The melting curve of hydrogen to 245 kg/cm(2). Commun. Phys. Lab. Univ. Leiden, 1928(192B): p. 11-5.
  • VanEijnsbergen, B., Beenakker, J. J. M., Measurements of the isobaric heat of mixing for gaseous mixtures methane + argon,methane + nitrogen,hydrogen + methane,helium + methane and helium + argon between 170 and 293k and at pressures up, Physica (Amsterdam), 1968, 39: p. 499-518.
  • VanEijnsbergen, B., Beenakker, J. J. M., Calculations on the excess enthalpy of the mixtures methane + argon,methane + nitrogen,hydrogen + methane,helium + methane,and helium + argon at high densities, Physica (Amsterdam), 1968, 39: p. 519-40.
  • van Houten, H., et al., Flow birefringence in binary para hydrogen-noble gas mixtures. Physica A, 1985. 130: p. 490-504.
  • van Itterbeek, A. and W.H. Keesom, Determination of the ratio of the specific heats, the specific heats or the equation of state of a gas, by means of the velocity of sound. Velocity of sound in helium gas at the temperatures of liquid hydrogen. Commun. Phys. Lab. Univ. Leiden, 1930(209C): p. 17-31.
  • van Itterbeek, A., On the dependency of C(p)/C(v) on pressure for hydrogen gas deduced from measurements of the velocity of sound at liquid hydrogen temperatures. Commun. Phys. Lab. Univ. Leiden, Suppl., 1931(70B): p. 7-12.
  • van Itterbeek, A. and W.H. Keesom, Measurements about the velocity of sound in hydrogen gas at liquid hydrogen temperatures. Commun. Phys. Lab. Univ. Leiden, 1931(216C): p. 15-26.
  • van Itterbeek, A. and A. Claes, Measurements on the viscosity of hydrogen- and deuterium gas between 293 degrees K and 14 degrees K. Physica (Amsterdam), 1938. 5(10): p. 938-44.
  • van Itterbeek, A. and A. Claes, Viscosity of light hydrogen gas and deuterium between 293 degrees K. and 14 degrees K. Nature (London), 1938. 142(3600): p. 793-4.
  • van Itterbeek, A. and L. Thys, Measurements on the absorption and the velocity of sound in hydrogen-, deuterium-, helium- and neon gas. Physica (Amsterdam), 1938. 5(9): p. 889-97.
  • van Itterbeek, A. and O. van Paemel, Measurements on the velocity of sound in gaseous argon and deuterium respectively at liquid oxygen and hydrogen temperatures. Calculation and discussion, of the second virial coefficient of argon. Physica (Amsterdam), 1938. 5(9): p. 845-53.
  • van Itterbeek, A. and O. van Paemel, Measurements on the viscosity of neon, hydrogen, deuterium and helium as a function of the temperature, between room temperature and liquid hydrogen temperatures. Physica (Amsterdam), 1940. 7(3): p. 265-72.
  • van Itterbeek, A., Measurements on the surface tension of liquid deuterium. Physica (Amsterdam), 1940. 7(4): p. 325-8.
  • van Itterbeek, A. and O. van Paemel, Viscosity of liquid deuterium. Physica (Amsterdam), 1940. 7(3): p. 208.
  • van Itterbeek, A. and O. van Paemel, Determination of the viscosity of liquid hydrogen and deuterium (in German). Physica (Amsterdam), 1941. 8(1): p. 133-43.
  • van Itterbeek, A. and O. van Paemel, Some remarks concerning the viscosity of liquid hydrogen and deuterium in connection with the theory of Ewell-Eyring. Physica (Amsterdam), 1941. 8(6): p. 522-4.
  • van Itterbeek, A. and R. Vermaelen, Measurements on the absorption and the velocity of sound propagation in light hydrogen and heavy hydrogen between 300 degrees K and 60 degrees K (in French). Physica (Amsterdam), 1942. 9(3): p. 345-55.
  • van Itterbeek, A. and J. Spaepen, Determination of the dielectric constant of liquid deuterium (in French). Physica (Amsterdam), 1942. 9(3): p. 339-44.
  • van Itterbeek, A. and W. Vandoninck, Measurements on the sound propagation velocity in CO and D(2) as a function of the pressure at temperatures of liquid oxygen and hydrogen. Second virial coefficient of D(2) (in French). Physica (Amsterdam), 1943. 10(7): p. 481-92.
  • van Itterbeek, A. and W. Vandoninck, Velocity of sound propagation in air and in nitrogen-hydrogen mixtures at low temperatures. Calculation of specific heats (in French). Ann. Phys. (Paris), 1944. 19: p. 88-95.
  • van Itterbeek, A. and W. van Doninck. Velocity of sound in mixtures of argon, helium and hydrogen at low temperatures. in Proc. Phys. Soc. (London). 1946.
  • van Itterbeek, A. and E. de Grande, Measurements on the thermomolecular pressure difference for hydrogen and deuterium gas at low temperatures. Physica (Amsterdam), 1947. 13(6/7): p. 289-304.
  • van Itterbeek, A. and K. de Clippeleir, Measurements on the dielectric constant of gaseous ammonia, carbon oxide and hydrogen as a function of pressure and temperature. Physica (Amsterdam), 1948. 14(5): p. 349-56.
  • van Itterbeek, A. and W. van Doninck. Measurements on the velocity of sound in mixtures of hydrogen, helium, oxygen, nitrogen and carbon monoxide at low temperatures. in Proc. Phys. Soc. (London), Sect. B. 1949.
  • van Itterbeek, A. and L. Verhaegen, Velocity of sound in liquid hydrogen. Nature (London), 1949. 163(4141): p. 399.
  • van Itterbeek, A. and L. Verhaegen, Ultrasonic absorption in normal- and para-hydrogen. Nature (London), 1951. 167(4247): p. 477-8.
  • van Itterbeek, A. and W. de Rop, Measurements on thermal diffusion in hydrogen-nitrogen mixtures as a function of pressure. Br. Chem. Eng., 1957. 2: p. 597.
  • van Itterbeek, A., et al., Measurements on the velocity of sound in gaseous normal hydrogen up to 75 atm. Annexe Bull. Inst. Int. Froid, 1960. 1960(1): p. 91-7.
  • van Itterbeek, A. and W. van Dael, The specific heats and compressibilities of liquid normal and para hydrogen. Physica (Amsterdam), 1961. 27: p. 1202-8.
  • van Itterbeek, A., W. van Dael, and A. Cops, Velocity of ultrasonic waves in liquid normal and para hydrogen. Physica (Amsterdam), 1961. 27: p. 111-6.
  • van Itterbeek, A. and O. Verbeke, Measurements of the pressure dependence of liquid normal hydrogen. Cryogenics, 1961. 2(1): p. 1-2.
  • van Itterbeek, A. and W. van Dael. The velocity of ultrasonic pulses in hydrogen between 60 and 90 degrees K as a function of pressure. in Proc. Int. Congr. Refrig., Prog. Refrig. Sci. Technol. (Paper I-19). 1963.
  • van Itterbeek, A., W. van Dael, and A. Cops, The velocity of sound in liquid normal and para hydrogen as a function of pressure. Physica (Amsterdam), 1963. 29: p. 965-73.
  • van Itterbeek, A., et al. Physical aspects of bubble formation in hydrogen and thermodynamical properties of liquid n-hydrogen. in Proc. Int. Congr. Refrig., Prog. Refrig. Sci. Technol. (Paper I-20). 1963.
  • van Itterbeek, A. and H. Zink, Temperature dependency of the rotational-relaxation frequency of hydrogen. Physica (Amsterdam), 1963. 29: p. 370-7.
  • van Itterbeek, A., et al., The difference in vapour pressure between normal and equilibrium hydrogen. Vapour pressure of normal hydrogen between 20 degrees K and 32 degrees K. Physica (Amsterdam), 1964. 30: p. 1238-44.
  • Van Itterbeek, A., et al., The Difference in Vapour Pressure Between Normal and Equilibrium Hydrogen. Vapour Pressure of Normal Hydrogen Between 20 K and 32 K. Physica, 1964. 30: p. 1238-44.
  • van Itterbeek, A., et al., The molar volume of liquid normal hydrogen in the temperature range between 21 degrees K and 40 degrees K at pressures up to 150 atm. Physica, 1966. 32(9): p. 1591-600.
  • van Kranendonk, J. and R.B. Bird, Pressure-induced absorption I. The calculation of pressure-induced absorption in pure hydrogen and deuterium. Physica (Amsterdam), 1951. 17(11/12): p. 953-67.
  • van Kranendonk, J. and R.B. Bird, Pressure-induced absorption II. The calculation of pressure-induced absorption in hydrogen-helium mixtures. Physica (Amsterdam), 1951. 17(11/12): p. 968-75.
  • van Kranendonk, J., Theory of the infrared and Raman spectra of solid parahydrogen. Can. J. Phys., 1960. 38: p. 240-61.
  • van Kranendonk, J., Lattice dynamics and spin-lattice interaction in solid hydrogen. Lattice Dyn., 1965. 1965: p. 689-92.
  • van Kranendonk, J. and V.F. Sears, Theory of the interaction between the lattice vibrations and the rotational motion in solid hydrogen. Can. J. Phys., 1966. 44: p. 313-35.
  • van Kranendonk, J. Localized excitations in solid hydrogen. in Proc. Int. Conf. Localized Excitations Solids. 1968.
  • van Kranendonk, J. and G. Karl, Theory of the rotational and vibrational excitations in solid parahydrogen, and frequency analysis of the infrared and Raman spectra. Rev. Mod. Phys., 1968. 40(3): p. 531-55.
  • Van Laar, J.J., The Critical Density of Hydrogen, Helium and Neon. Chem. Weekblad, 1919. 16: p. 1557-1564.
  • van Loef, J.J., The corrected Enskog theory applied to the transport properties of liquid hydrogen and deuterium. Physica B, 1977. 90(2): p. 272-4.
  • van Thiel, M. and M. Wasley, Compressibility of liquid hydrogen to 40,000 atmospheres and 1100 degrees K. 1964: Univ. Calif., Livermore, Rep. UCRL-7833, 30 pp.
  • van Thiel, M. and B.J. Alder, Shock compression of liquid hydrogen. Mol. Phys., 1966. 10(5): p. 427-35.
    van Thiel, M., et al., Shock-wave compression of liqid deuterium to 0.9 Mbar. Phys. Rev. Lett., 1973. 31(16): p. 979-82.
  • Vander Arend, P.C. and D.B. Chelton, The liquefaction of hydrogen. 3A. Basic principles. Technol. Uses Liq. Hydrogen, 1964. 1964: p. 38-55.
  • Vander Wall, E.M., Carbon compounds/liquid hydrogen fuels. 1970: Aerojet Liq. Rocket Co., Tech. Rep. FR02-W396, 94 pp.
  • Varekamp, F.H. and J.J.M. Beenakker, The equation of state of the hydrogen isotopes and their mixtures with helium below the boiling point of hydrogen. Commun. Kamerlingh Onnes Lab. Univ. Leiden, 1959(316C): p. 1-16.
  • Vargaftik, N.B. and I.D. Parfenov, Thermal conductivity of hydrogen at high temperatures (in Russian). Zh. Eksp. Teor. Fiz., 1938. 8(2): p. 189-97.
  • Vargaftik, N.B. and Y.D. Vasilevskaya, Transfer coefficients of dissociating hydrogen. High Temp. (Engl. Transl.), 1969. 7(5): p. 848-51.
  • Vargaftik, N.B. and N.A. Vanicheva, Experimental investigation of the thermal conductivity of some deuterium-containing compounds in the gaseous phase (in Russian). Inzh.-Fiz. Zh., 1974. 27(2): p. 282-6.
  • Vargaftik, N.B. and Y.D. Vasilevskaya, Transfer coefficients of dissociating hydrogen at pressures up to 1000 bar and temperatures up to 10000 K (in Russian). Inzh.-Fiz. Zh., 1975. 28(6): p. 1003-10.
  • Varghese, G. and S.P. Reddy, Further studies on the collision-induced absorption of the fundamental band of hydrogen at room temperature. Can. J. Phys., 1969. 47: p. 2745-51.
  • Vasilevskaya, I. I., Naumova, A. A., Polyakov, A. A., Tyvina, T. N., Fokina, V. V., Phase and volumetric correlations in hydrogen-1-hexene,hydrogen-1-octene,and hydrogen-C15-C18 olefins systems, Zh. Prikl. Khim. ( Leningrad), 1986, 59: p. 1275-9.
  • Vasserman, A.A. and V.I. Nedostup, Equations for calculating the viscosity coefficient of nitrogen and hydrogen in the gaseous and liquid states. J. Appl. Mech. Tech. Phys. (Engl. Transl.), 1971(3): p. 451-4.
  • Vedeneev, V.I., Y.M. Gershenzon, and O.M. Sarkisov, Upper pressure limit for spontaneous combustion of hydrogen with oxygen. Combust., Explos. Shock Waves (Engl. Transl.), 1972. 8(3): p. 325-8.
  • Verbeke, O., et al., Analysis of the equation of state of liquid normal- and para-hydrogen; calculation of the thermodynamic quantities. 1965: Lab. Lage Temp., Leuven, Belg., Cryolab Rep. 1, 20 pp.
  • Verbeke, O., et al., Analysis of the equation of state of liquid normal- and parahydrogen; calculation of the thermodynamic quantities (in Dutch). Meded. K. Vlaam. Acad. Wet., Lett. Schone Kunsten Belg., Kl. Wet., 1966. 28(2): p. 1-29.
  • Verbeke, O.B., An Equation for the Saturated Density of Fluids: Application to Equilibrium Hydrogen. Cryogenics, 1972: p. 300-301.
  • Vereshchagin, L.F., E.N. Yakovlev, and Y.A. Timofeev, Possibility of transition of hydrogen into the metallic state. JETP Lett. (Engl. Transl.), 1975. 21(3): p. 85-6.
  • Verhallen, P.T.H.M., et al., The diffusion coefficients of helium, hydrogen, oxygen and nitrogen in water determined from the permeability of a stagnant liquid layer in the quasi-steady state. Chem. Eng. Sci., 1984. 39(11): p. 1535-41.
  • Verkerk, P., J.H. Builtjes, and I.M. de Schepper, Mode-coupling effects in dense hydrogen gas. Phys. Rev. A, 1985. 31(3): p. 1731-5.
  • Verkin, B.I., et al., Handbook of Properties of Condensed Phases of Hydrogen and Oxygen, Revised and Augmented English Edition. 1991: Hemisphere Publishing Corporation, Washington.
  • Verschaffelt, J., Measurements on the System of Isothermal Lines Near the Plaitpoint, and Especially on the Process of the Retrograde Condensation of a Mixture of Carbonic Acid and Hydrogen. Communs. Phys. Lab. Univ. Leiden, 1898. 4(45): p. 1-14.
  • Verschaffelt, J.E. and C. Nicaise, The viscosity of liquefied gases. IX. Preliminary determination of the viscosity of liquid hydrogen. Commun. Phys. Lab. Univ. Leiden, 1917(151G): p. 66-71.
  • Verschoyle, T.T.H. Isotherms of hydrogen, of nitrogen, and of hydrogen-nitrogen mixtures, at 0 degrees and 20 degrees C., up to a pressure of 200 atmospheres. in Proc. R. Soc. London, Ser. A. 1926.
  • Verschoyle, T.T.H. Isotherms of Hydrogen, of Nitrogen, and of Hydrogen-Nitrogen Mixtures, at 0 and 20 C., up to a Pressure of 200 Atmospheres. in Proc. R. Soc. 1926.
  • Verschoyle, T.T.H., The ternary system carbon monoxide-nitrogen-hydrogen and the component binary systems between temperatures of -185 degrees and -215 degrees C., and between pressures of 0 and 225 atm. Philos. Trans. R. Soc. London, Ser. A, 1931. 230: p. 189-220.
  • Vesovic, V., Prediction of the thermal conductivity of gas mixtures at low pressures. International Journal of Thermophysics, 2001. 22(3): p. 801-828.
  • Victor, G.A., J.C. Browne, and A. Dalgarno. Optical properties of molecular hydrogen. in Proc. Phys. Soc. (London). 1967.
  • Victor, G.A. and A. Dalgarno, Dipole properties of molecular hydrogen. J. Chem. Phys., 1969. 50(6): p. 2535-9.
  • Vilcu, R. and I. Gainar, The second interaction virial coefficient of gas mixtures. I. The nitrogen + hydrogen mixture. Rev. Roum. Chim., 1974. 19(7): p. 1123-38.
  • Vilcu, R. and I. Gainar, The Second Interaction Virial Coefficient of Gas Mixtures. I. The Nitrogen and Hydrogen Mixture. Revue Roumaine de Chimie, 1974. 19: p. 1123.
  • Vilcu, R., I. Gainar, and G. Anitescu, The second interaction virial coefficient of gas mixtures. III Carbon dioxide + hydrogen mixture. Revue Roamaine de Chimie, 1990. 35(10-12): p. 951-959.
  • Villermaux, J. and D. Chery, Absolute measurement of the diffusivity of hydrogen atoms in molecular hydrogen, carbon dioxide, nitrogen, argon and helium (in French). C. R. Hebd. Seances Acad. Sci., Ser. C, 1971. 273(9): p. 573-5.
  • Vindryavskii, B.A., et al., Neutron diffraction studies of solid parahydrogen at pressures up to 5 kbar. Phys. Lett. A, 1980. 76(3/4): p. 355-8.
  • Vinegar, H.J., J.J. Byleckie, and R.V. Pound, Nuclear magnetism of solid hydrogen at reduced ortho concentration. Phys. Rev. B, 1977. 16(7): p. 3016-23.
  • Vinsonneau, B., Limits of the validity of the Seigel equation of state. Application to calculation of steady and unsteady expansions of hydrogen and nitrogen (in French). C. R. Hebd. Seances Acad. Sci., Ser. A, 1971. 273(18): p. 823-6.
  • Voelker, E., On the coefficients of viscosity of oxygen and hydrogen at low temperatures (in German). 1910, Ver. Friedrich-Univ. Halle-Wittenberg, Ph.D. Dissertation, 36 pp.
  • Vogel, H., On the viscosity of some gases and their temperature dependence at low temperatures (in German). Ann. Phys. (Leipzig), 1914. 43: p. 1235-72.
  • Vogl, W.F. and K.R. Hall, A modified Redlich-Kwong equation for supercritical helium and hydrogen. 1969: AIChE Natl. Meet., 64th (Paper 58C), 31 pp.
  • Vogl, W.F. and K.R. Hall, A modified Redlich-Kwong equation for supercritical helium and hydrogen. AIChE J., 1970. 16(6): p. 985-91.
  • Voitekhov, A. A., Orochko, D. I., Vvedenskii, A. A., Vasil'ev,I. A., Equilibrium of naphthalene hydrogenation reaction, Zh. Org. Khim., 1968, 38: p. 963-966.
  • Volk, H. and G.D. Halsey, Jr., Solubility of hydrogen and deuterium in liquid argon. J. Chem. Phys., 1960. 33(4): p. 1132-9.
  • von Elbe, G. and F. Simon, Calorimetric determination of the energy differences in both hydrogen modifications (in German). Z. Phys. Chem., 1929. 6B(2): p. 79-87.
  • von Wrobleski, S., The compressibility of hydrogen (in German). Sitzungsber. Akad. Wiss. Wien, Math.-Naturwiss. Kl., Abt. 3A, 1888. 97: p. 1321-79.
  • Vonka, P., Labik, S., Novak, J. P., Dedek, J., Physical and chemical properties of gases,vapors,and gas mixtures for use in the Czechoslovak gas industry. III. Thermodynamic prop. of ideal gas and mixtures of ideal gases, Plyn, 1981, 61: p. 218.
  • Voth, R.O. and J. Hord, Economics of cryocables. International Journal of Hydrogen Energy, 1976. 1: p. 271-289.
  • Voth, R.O., Producing liquid-solid mixtures (slushes) of oxygen or hydrogen using an auger. Cryogenics, 1985. 25: p. 511-7.
  • Voth, R.O. and J.D. Siegwarth, An Electronic Balance for Weighing Foams at Cryogenic Temperatures. Adv. Cryo. Eng., 1988. 33: p. 1089-1095.
  • Vvedenskii, A. A., Vinnikova, S. G., Zharkova, V. R., Fundyler, B. M., Chemical equilibria of reactions involving hydrocarbons. 5. Equilibrium constants of reactions: C6H5CH3 + 3H2 = C6H11CH3,C6H5C2H5 + 3H2 = C6H11C2 H5,n-C6H5C3H7 + 3H2 = n-C6H11C3H7, Zh. Obshch. Khim., 1933, 3: p. 718-728.
  • Vvedenskii, A. A., Vinnikova, S. G., Equilibria of reactions involving hydrocarbons. 6. Equilibrium constants for reaction C2H4 + H2 = C2H6, Zh. Obshch. Khim., 1934, 4: p. 120-123.
  • Vvedenskii, A. A., Ivannikov, P. Ya., Nekrasova, V. A., Thermodynamics of the Dehydration Reactions of Alcohols. The Equilibrium of the Reaction 2C2H5OH = CH3COOC2H5, Zh. Obshch. Khim., 1949, 19: p. 1094.
  • Vvedenskii, A. A., Ivannikov, P. Ya., Chemical equilibria of reactions involving hydrocarbons. 8. Reaction equilibria for C6H14 = C6H12 + H2 and C8H18 = C8H16 + H2, Zh. Obshch. Khim., 1934, 4: p. 975-978

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