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胶质液体泡沫(CLA)的形成及其稳定性研究

Study on Formation and Stability of Colloidal Liquid Aphrons

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【作者】 燕永利张宁生屈撑囤刘立高永利

【Author】 YAN, Yong-Li*, a ZHANG, Ning-Shengb QU, Cheng-Tunc LIU, Lid GAO, Yong-Lib (a School of Energy and Power Engineering, Xi’an Jiaotong University, Xi’an 710049) (b College of Petroleum Engineering, Xi’an Shiyou University, Xi’an 710065) (c College of Chemistry & Chemical Engineering, Xi’an Shiyou University, Xi’an 710065) (d Research Institute of Engineering Technology, Changqing Petroleum Exploration Bureau, Xi’an 710021)

【机构】 西安交通大学能源与动力工程学院西安石油大学石油工程学院西安石油大学化学化工学院长庆石油勘探局工程技术研究院西安石油大学石油工程学院 西安710049西安710065西安710021

【摘要】 以研究胶质液体泡沫(CLA)内部结构及其特性为最终目的,对组成为十二烷基醇聚氧乙烯(3)醚(AEO-3)/正癸烷/十二烷基硫酸钠(SDS)/水的CLA体系形成过程和稳定动力学行为进行了电导率测定和光学显微观察.通过上述两过程的电导率变化探明了CLA的形成和稳定性动力学行为,并被光学显微照片所证实.实验结果表明CLA的形成是一个低能量乳化过程,经历了水相泡沫化→油相替代气泡乳化→CLA形成.在整个乳化过程中,没有发生相的转变现象,CLA呈O/W型乳状液.其稳定性并不遵守一级动力学模型.在常温下,其电导率曲线呈直线关系;当温度超过318.15σ1-σ2K时,其电导率曲线近似于Langmuir等温线形.并可用Sigmoidal模型σt=1+e(t?t0)/S+σ2较好的拟合,式中,σt表示t时的电导率值(μS/cm);t表示时间(min);σ1,σ2分别代表存储过程中电导率最小值和最大值(μS/cm);t0对应于σt等于1(σ1+σ2)的时间t值(min);S描述了电导率曲线陡峭程度(min).并提出了CLA的破乳过程包括液膜排液和液膜破裂两2个阶段,同时伴随有絮凝过程发生的稳定性机理.

【Abstract】 In an attempt to explore the nature and structure of colloidal liquid aphrons (CLA), the formationand stability of CLA composed of polyoxyethylene 3 dodecyl ether (AEO-3)/n-decane/sodium dodecyl sul-phate (SDS)/water were investigated using the conductivity technique and microscopic observations. Theformation mechanism and the stability behavior of CLA were derived from the conductivity profiles andverified by the optical micrographs. It was found that the formation was a low-energy emulsification processincluding a foaming stage and then the exchange of the gas for oil phase. No phase inversion took placeduring the whole formation process, hence the CLA represented O/W emulsion type. The stability behaviordetermined by conductivity analysis was described using linear equation at 303.15 K. As the temperature isabove 318.15 K, the conductivity profiles of CLA, which presents a different kinetics from the first ordermodel, conformed to the sigmoidal equation σt= σ1-σ2 1+ e(t?t0)/S+σ2 , where σt refers to the conductivity attime t, σ1 and σ2 refer to the minimum and maximum conductivity during storage, respectively, t0 is the time1for conductivity to reach the value of (σ1+σ2) , and S is the parameter to describe the steepness of the 2curves. A new mechanism for CLA breakdown was proposed from analyses of the conductivity curves,which involves the simultaneous occurrence of flocculation and coalescence during CLA breakdown proc-ess. The coalescence displays two distinct stages including film drainage and film rupture driven by two in-dependent mechanisms, respectively.

【基金】 国家十五科技攻关基金(No.2004BA610A10)资助项目.
  • 【文献出处】 化学学报 ,Acta Chimica Sinica , 编辑部邮箱 ,2006年01期
  • 【分类号】O648.1
  • 【被引频次】30
  • 【下载频次】473
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