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Wettability of quartz particles at varying conditions on the basis of the measurement of relative wetting contact angles and their flotation behaviour

Treść / Zawartość
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Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
In this paper, on the basis of a modified Washburn equation, the squared incremental pressure due to liquid rising vs. time were measured instead of wicking distances before reaching equilibrium, and the relative wetting contact angles (RWCA) were applied to characterize the surface wettability of quartz particles conditioned at different concentrations of flotation reagents. Combined with the flotation experiments on quartz particles at corresponding conditions, the relationship between flotation recoveries and RWCA was analysed, which proves that RWCA can characterize the surface wettability of quartz particles accurately. The results also showed that the best reagent conditions for floating quartz are pH 12.0, a Ca2+ concentration of 1×10-3 mol/dm3 and a sodium oleate concentration of 0.75×10-3 mol/dm3, where the recovery of quartz is 86%. The surface tension of the filtrate of the pulp was determined by a fully-automatic tensiometer as well. Based on the measured values of RWCA and surface tension, the free energy changes (ΔG) before and after the adhesion of bubbles and particles per unit area at corresponding situations were calculated, respectively. The trends of ΔG varying with the concentrations of reagents were in close accordance with those of RWCA and the flotation recoveries, proving that it is more likely for particles having bigger contact angles to adhere to bubbles, resulting in a higher flotation recovery. These results give a more feasible and accurate approach to analysing the surface wettability and floatability of fine particles.
Rocznik
Strony
278--289
Opis fizyczny
Bibliogr. 36 poz., rys., tab.
Twórcy
autor
  • School of Resources and Civil Engineering, Northeastern University, Shenyang110819, China
autor
  • School of Resources and Civil Engineering, Northeastern University, Shenyang110819, China
autor
  • School of Resources and Civil Engineering, Northeastern University, Shenyang110819, China
autor
  • School of Resources and Civil Engineering, Northeastern University, Shenyang110819, China
Bibliografia
  • AI, D.S., LI, Q.F., DAI, X.M., et al,2001. Measurement of wetting contact angle of powder by permeating height method. PTCA(Part A:Physical Testing) 37,110-112.
  • ATEFI, E., MANN, J. A., TAVANA, H.,2014. Ultralow interfacial tension of aqueous two-phase systems measured using drop shape. Langmuir 30, 9691-9699.
  • ATEFI, E., ADIN, J., TAVANA, H., 2013. A robust polynomial fitting approach for contact angle measurements. Langmuir 29,5677-5688.
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  • BUDZIAK, C.J., NEUMANN, A.W., 1990. Automation of the capillary rise technique for measuring contact angles. Colloids and Surfaces 43, 279-293.
  • CHAU, T.T., 2009. A review of techniques for measurement of contact angles and their applicability on mineral surfaces. Minerals Engineering 22, 213-219.
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  • CHIBOWSKI, E., RAFAEL, P.C., 2002. Problems of contact angle and solid surface free energy determination. Advances in Colloid and Interface Science 98, 245-264.
  • DENG, L.J., CAO, Y.J., WANG, L.J., 2014. Effect of surface tension on bubble size in frother solutions. China Sciencepaper 9(12),1340-1343.
  • DIGGINS, D., FOKKINK, L.G.J., RALSTON, J., 1990. The wetting of angular quartz particles Capillary pressure and contact angles. Colloids and Surfaces 44 , 299-313.
  • ELEY, D.D., Pepper, D.C., 1946. A dynamic determination of adhesion tension. Translation of the Faraday Society 42, 697.
  • EXTRAND, C.W., MOON, S.I.,1963. Measuring contact angles inside of capillary tubes with a tensiometer. Colloid Interface Science 431 (10), 200-203.
  • FORT, T.J., PATTERSON, H.T., 1963. A simple method for measuring solid-liquid contact angles. Journal of Colloid Science18, 217-222.
  • FUERSTENAU, M.C., MILLER, J.D., PRAY, R.E., 1965. Metal ion activation inxanthate flotation of quartz. Transactions of the American Instituteof Mining 232, 359-364.
  • GAO, Z.Y., XIE, L., CUI, X., HU, Y.H., SUN, W., ZENG, H.B., 2018a. Probing Anisotropic Surface Properties and Surface Forces of Fluorite Crystals. Langmuir 34: 2511-2521.
  • GAO, Y.S., GAO, Z.Y., SUN, W., YIN, Z.G., WANG, J.J., HU Y.H.,2018b. Adsorption of a novel reagent scheme on scheelite and calcite causing an effective flotation separation. J. Colloid Interface Sci., 512, 39-46.
  • GAO, Z.Y., LI, C.W., SUN, W., HU, Y.H., 2017. Anisotropic surface properties of calcite: A consideration of surface broken bonds. Colloid. Surface. A., 520, 53-61.
  • HU, Y. H., 2014. Minerals Flotation. Central South University Press, Changsha, China.
  • KOU, J., GUO, Y., SUN, T.C., et al, 2015. Adsorption mechanism of 2 anionic collectors on quartz surface. Journal of Central South University 46(11), 4006-4013.
  • KWOK, D.Y., BUDZIAK, C.J., NEUMANN, A.W., 1995. Measurements of static and low rate dynamic contact angles by means of an automated capillary rise technique. Journal of Colloid and Interface Science 173, 143-150.
  • LI, C., GAO Z., 2017. Effect of grinding media on the surface property and flotation behavior of scheelite particles. Powder Technol, 322, 386-392.
  • LIU, W.G., LIU, W.B., DAI, S.J., WANG, B.Y., 2018. Adsorption of bis(2-hydroxy-3- chloropropyl) dodecylamine on quartz surface and its implication on flotation. Results in Physics 9C, 1096-1101.
  • LUCYNA, H., 1998. Surface free energy components of silica gel determined by the thin layer wicking method for different layer thicknesses of gel. Journal of Materials Science 33, 445-452.
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  • QIU, J.C., GUO, Y.W., 1965. Activation mechanism of quartz by polyvalent metal cation. Nonferrous Metals (6), 35-43.
  • RODRIGUEZ, M.A., CABRERIZO, M.A., ROSALES, L.P., PAEZ, D.A., et al, 2002. Contact angle measurements on two (wood and stone) non-ideal surfaces. Colloids and Surfaces A: Physicochemical and Engineering Aspects 206, 485-495.
  • SHI, Y.L., QIU, G.Z., HU, Y.H., et al, 2001. Surface chemical reactions in oleate flotation of quartz. Mining and Metallurgical Engineering 21(3), 43-46.
  • STEVENS, N., RALSTON, J., SEDEV, R., 2009.The uniform capillary model for packed beds and particle wettability. Journal of Colloid and Interface Science 337, 162-169.
  • VAN OSS, C.J., GIESE, R.F., LI, Z., et al., 1992. Determination of contact angles and pores sizes of porous media by column and thin layer wicking. Advances in Colloid and Interface Science 6,413.
  • WANG, D. Z., HU, Y. H.,1988. Solution chemistry of flotation. Hunan Science & Technology Press, Changsha, China.
  • WASHBURN, E.W., 1921. The Dynamics of Capillary Flow. Physiological Reviews 17, 273–283.
  • WEI, H., XU, C.T., HAN, Q.P., et al, 2005. Measuring surface free enthalpy change of sediment of Chang Jiang river with contact angle method. Water Purification Technology 24(6), 1-3.
  • WEI, D.Z., 2015. Solid Materials Separation. Metallurgical industry press, Beijing, China.
  • WHITE, L.R.,1982. Capillary rise in powders. J. Colloid Interface Science 90, 536.
  • YANG, H.M., LIU, N., SUN J., et al, 2014. Contact angle measurement methods and its adaptability to fiber / resin system. Fiber Reinforced Plastics/Compositions (1),17-21.
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Uwagi
Opracowanie rekordu w ramach umowy 509/P-DUN/2018 ze środków MNiSW przeznaczonych na działalność upowszechniającą naukę (2019).
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-53f46c2c-562b-4617-bee3-b9e0b885e4d8
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