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Detachment energies of spheroidal particles from fluid-fluid interfaces

机译:球状颗粒从流体-流体界面的分离能

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摘要

The energy required to detach a single particle from a fluid-fluid interface is an important parameter for designing certain soft materials, for example, emulsions stabilised by colloidal particles, colloidosomes designed for targeted drug delivery, and bio-sensors composed of magnetic particles adsorbed at interfaces. For a fixed particle volume, prolate and oblate spheroids attach more strongly to interfaces because they have larger particle-interface areas. Calculating the detachment energy of spheroids necessitates the difficult measurement of particle-liquid surface tensions, in contrast with spheres, where the contact angle suffices. We develop a simplified detachment energy model for spheroids which depends only on the particle aspect ratio and the height of the particle centre of mass above the fluid-fluid interface. We use lattice Boltzmann simulations to validate the model and provide quantitative evidence that the approach can be applied to simulate particle-stabilized emulsions, and highlight the experimental implications of this validation.
机译:从流体-流体界面分离单个颗粒所需的能量是设计某些软材料的重要参数,例如,由胶体颗粒稳定的乳液,设计用于靶向药物输送的胶体和由吸附在磁性材料上的磁性颗粒组成的生物传感器接口。对于固定的粒子体积,由于扁球形和扁球形椭球体的粒子界面面积较大,因此它们更牢固地附着在界面上。与接触角足以满足要求的球体相比,计算球体的脱离能需要对颗粒-液体表面张力进行困难的测量。我们为球体开发了简化的脱离能模型,该模型仅取决于粒子的长宽比和流体-流体界面上方的粒子质心的高度。我们使用格子Boltzmann模拟来验证模型,并提供定量证据,证明该方法可用于模拟稳定颗粒的乳液,并强调此验证的实验意义。

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