Dynamics of foams of ethoxylated ionic surfactant in the presence of micelles and multivalent ions
| Autor: | Ammanuel Mehreteab, Tommy S. Horozov, Teodor Stoichev, Guy Broze, Ceco D. Dushkin |
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| Rok vydání: | 2003 |
| Předmět: |
chemistry.chemical_classification
Chromatography Polymers and Plastics Dispersity chemistry.chemical_element Concentration effect Micelle Volumetric flow rate Surface tension Colloid and Surface Chemistry chemistry Pulmonary surfactant Chemical engineering Aluminium Materials Chemistry Physical and Theoretical Chemistry Counterion |
| Zdroj: | CIÊNCIAVITAE Scopus-Elsevier |
| ISSN: | 0303-402X |
| Popis: | Foams produced from surfactant solutions containing micelles of the anionic surfactant sodium polyoxyethylene-2 sulfate and counterions of different valence (aluminium, calcium or sodium) are investigated. For this purpose an experimental setup consisting of a glass column and units for detection of pressure, flow and frequency is constructed. Blowing gas bubbles in the surfactant solution at a constant gas pressure produces the foam. Simultaneous monitoring of the bubble volume and frequency relates the foam growth rate to the dynamic surface tension of the surfactant solution. The foam growth rate plotted versus the gas flow rate exhibits a break point at about 80 mL/min, attributed to the transition from regime of bubbles (at lower flow rates – monodisperse foam) to jet regime (at higher flow rates – polydisperse foam). Due to the high surfactant concentration, the foam is stable and its height is linearly increasing with the time. Two types of experiments are carried out. (i) At a constant counterion concentration and variable surfactant concentration, the rate of foam growth increases initially with increasing of the surfactant concentration reaching a plateau at higher concentrations. The foams of pure surfactant grow always slower than the foams with added aluminium ions. (ii) At a constant surfactant concentration and variable counterion concentration, the rate of foam growth exhibits a maximum. It corresponds to number of aggregated surfactant monomers nearly equal to the number of charges provided by the counterions, for example when one aluminium ion binds three surfactant monomers in a micelle. The point of maximum coincides with the transition from small spherical micelles to large cylindrical ones. This transition affects also the micelle lifetime, which is related to the ability of releasing monomers by a micelle in order to supply the bubble surface with surfactant. In support to this hypothesis, the maximum foam growth is found corresponding to lower dynamic surface tension allowing the generation of a large number smaller in size bubbles. The results for the foam growth agree in some extent with the data from independent measurements on the liquid drainage from wet foams. |
| Databáze: | OpenAIRE |
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