Dynamic advancing and receding contact angles of adaptive surfaces

自适应表面的动态前进和后退接触角

• 批准号: 422795072
• 负责人: Professor Dr. Hans-Jürgen Butt
• 金额: --
• 依托单位: Max-Planck-Institut für Polymerforschung
• 依托单位国家: 德国
• 项目类别: Priority Programmes
• 财政年份: 2019
• 资助国家: 德国
• 起止时间: 2018-12-31 至 2022-12-31
• 项目状态: 已结题
• 来源: https://gepris.dfg.de/gepris/projekt/422795072?language=en
• 关键词: Dynamic; advancing; receding; contact; angles

One of the big challenges in surface science is to quantitatively understand dynamic contact angles of adaptive surfaces. Here, we are concerned with surfaces, which spontaneously change in the presence of the liquid or its vapor. In our recently developed theory, we related the kinetics of adaptation processes to dynamic contact angles. One result of the theory is that adaptation has two important consequences: (a) it leads to contact angle hysteresis and (b) advancing and receding contact angles become velocity dependent. Therefore, surface adaptation can be established as one cause for contact angle hysteresis (in addition to e.g. roughness and heterogeneity) and for changing dynamic contact angles (in addition to e.g. hydrodynamics). Adaptation may in particular explain the observed changes in contact angle at very low speed of the contact line.The aim of our project is to test the theory. To reach this aim, we plan to measure the kinetics of the adaptation process for thin polymer films. With the kinetics and our adaption theory, we can calculate the dynamic advancing and receding contact angles. Finally, the predicted dynamic contact angles will be compared with the velocity-dependent contact angles of moving drops measured on the same polymer films. To measure advancing and receding contact angle versus speed of the contact line we will use our home built Drop Adhesion Force Instrument (DAFI). In DAFI, sessile drops are moved across surfaces at defined velocity by a wire and the advancing and receding contact angles are measured optically in parallel with the force. Since DAFI is limited to velocities < 5 cm/s we plan to build up a tilted plane setup with cameras to monitor the dynamic contact angles of moving drops at velocities up to 1 m/s. As model systems, we plan to use silicon oxide surfaces coated with different polymer brush films. Surface-initiated atom-transfer radical poly¬meri¬za¬tion will be used to synthesize the polymer films. For polar liquids, we will use poly(N-iso¬propyl¬acryl¬amide (PNIPAM) and poly(2-hydroxyethyl methacrylate) (PHEMA). For non-polar liquids, we plan to synthesize polymethyl-meth¬acrylat (PMMA) and polystyrene (PS) brushes. Binary brush films made from PS and poly(2-vinylpyridine)) (PVP) will be investigated, too, as one example of a more complex adaptation. The swelling kinetics and (re)organizations of molecules upon exposure to solvents will be investigated by X-ray reflectometry, surface plasmon resonance (SPR) and laser scanning confocal microscopy.In case we can validate our theory, the measurement of the velocity dependence of the dynamic contact angles will allow calculating the adaption kinetics of surfaces. If successful, we would have a relatively universal framework for quantitative modeling of dynamic contact angles and contact angle hysteresis caused by adaptation processes.

表面科学中的一大挑战是定量地了解自适应表面的动态接触角。在这里，我们关注的是表面，当液体或其蒸汽存在时，表面会自发变化。在我们最近发展的理论中，我们将适应过程的动力学与动态接触角联系起来。该理论的一个结果是，适应有两个重要的后果：(A)它导致接触角滞后和(B)前进和后退的接触角变得与速度有关。因此，表面适应可以被确定为接触角滞后(除了粗糙度和非均质性之外)和动态接触角变化(除了流体动力学之外)的一个原因。适应性可以特别解释在接触线非常低的速度下观察到的接触角的变化。我们项目的目的是检验这一理论。为了达到这一目标，我们计划测量聚合物薄膜适应过程的动力学。根据动力学和我们的适应理论，我们可以计算出动态前进和后退接触角。最后，将预测的动态接触角与在相同聚合物薄膜上测量的移动液滴随速度变化的接触角进行比较。为了测量前进和后退接触角与接触线速度的关系，我们将使用我们自制的跌落附着力测试仪(DAFI)。在DAFI中，固着液滴通过金属丝以规定的速度在表面上移动，前进和后退的接触角与力平行地进行光学测量。由于DAFI仅限于速度&lt；5厘米/S，我们计划建立一个带有摄像机的倾斜平面装置，以监测速度高达1米/S的运动液滴的动态接触角。作为模型系统，我们计划使用涂有不同聚合物刷膜的二氧化硅表面。表面引发的原子转移自由基聚合将被用来合成聚合物薄膜。对于极性液体，我们将使用聚(N-异丙基丙烯酰胺)和聚(甲基丙烯酸羟乙酯)(PHEMA)。对于非极性液体，我们计划合成聚甲基丙烯酸甲酯(PMMA)和聚苯乙烯(PS)刷子。由PS和聚(2-乙烯基吡啶)(PVP)制成的二元刷膜也将被研究，作为更复杂适应的一个例子。用X射线反射仪、表面等离子体共振(SPR)和激光扫描共聚焦显微镜研究了分子在溶剂中的溶胀动力学和(再)组织。如果我们能够验证我们的理论，测量动态接触角的速度依赖关系将可以计算表面的适应动力学。如果成功，我们将拥有一个相对通用的框架，用于对动态接触角和由适应过程引起的接触角滞后进行定量建模。