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Surfactant adsorption during collisions of colloidal particles: A study with atomic force microscopy (AFM).

机译:胶体颗粒碰撞过程中表面活性剂的吸附:原子力显微镜(AFM)的研究。

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The adsorption of cationic and zwitterionic surfactants is studied in aqueous electrolyte solutions. A Maxwell relation is applied to Atomic Force Microscopy (AFM) data to obtain changes in surfactant adsorption as a function of the separation between two glass surfaces. In addition, self-consistent field theory (SCF) is used to calculate the adsorption profiles and interaction energies when two solid surfaces are brought into close proximity. Addition of surfactant is shown to affect the surface forces when lateral surfactant chain interactions are significant. The surfactant adsorbs and desorbs in response to over-lapping electric double-layers, with the adsorption being affected at larger solid-solid separations when the double-layer force is longer ranged. Furthermore, elimination of the surface charge or net surfactant charge eliminates adsorption with decreased solid-solid separation. The magnitude of the changes in surfactant adsorption at decreased separations is shown to scale with the chain length of the surfactant. Surfactant adsorption exceeds that required to regulate the surface charge according to the constant potential boundary condition in Poisson-Boltzmann theory. An equation of state including short-ranged (contact) tail interactions is proposed to describe both the adsorption of surfactant and the surface forces at small separations, where the double-layers overlap. Furthermore, SCF calculations show confinement-induced phase transitions when the surfactant layers on opposite surfaces merge. These phase transitions lead to further surfactant adsorption and a corresponding attractive force.
机译:研究了在电解质水溶液中阳离子和两性离子表面活性剂的吸附。将麦克斯韦(Maxwell)关系应用于原子力显微镜(AFM)数据,以获取表面活性剂吸附随两个玻璃表面之间的分离而变化的变化。此外,当两个固体表面非常接近时,使用自洽场理论(SCF)计算吸附曲线和相互作用能。当横向表面活性剂链相互作用显着时,显示表面活性剂的添加会影响表面力。表面活性剂响应于重叠的双电层而吸附和解吸,当双层力的作用范围较大时,吸附作用在较大的固-固分离中受到影响。此外,消除表面电荷或表面活性剂净电荷消除了吸附,减少了固-固分离。在减小的分离度下,表面活性剂吸附变化的幅度显示为与表面活性剂的链长成比例。表面活性剂的吸附量超过了根据Poisson-Boltzmann理论中恒定的势垒条件调节表面电荷所需的量。提出了一个包含短程(接触)尾部相互作用的状态方程,以描述表面活性剂的吸附和在小间距(双层重叠)处的表面力。此外,SCF计算结果表明,当相对表面上的表面活性剂层合并时,限制引起的相变。这些相变导致进一步的表面活性剂吸附和相应的吸引力。

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