论文标题
在毛细管桥中注入微流体喷气机后的腔动力学
Cavity dynamics after the injection of a microfluidic jet in capillary bridges
论文作者
论文摘要
固体和液体物体(弹丸)对液体和软固体(目标)的影响通常会导致受影响物体内部空气腔的创建和扩展。空腔膨胀和塌陷的动力学取决于弹丸惯性以及目标特性。在本文中,我们研究了由热驱放过程产生的微流体喷气机对两个平行平面壁之间的毛细管桥的影响。研究了不同的毛细管桥类型,牛顿液体,粘弹性液体和琼脂糖凝胶。因此,我们比较了广泛的材料特性之间的腔形成和塌陷。此外,我们对射流横穿毛细管桥类型的关键冲击速度进行了建模。我们的结果表明,储存模量较低的琼脂糖凝胶可以将176 pa建模为该过渡的液体。但是,预测的过渡会偏离具有较高储存模量的琼脂糖凝胶。此外,我们显示出不同类型的腔塌陷,具体取决于韦伯数和毛细管桥的特性。我们得出的结论是,塌陷的类型决定了夹带气泡的数量和大小。此外,我们研究了润湿性对粘附力和接触线耗散的影响。我们得出的结论是,腔塌陷后,对于疏水壁,沃辛顿射流在能量上是有利的。相反,对于亲水壁,接触线的耗散位于受影响射流的能量的数量级相同,从而抑制了沃辛顿射流的形成。我们的结果提供了防止气泡陷入的策略,并估算了无针头注射应用和添加剂制造和其他应用的腔动力学。
The impact of solid and liquid objects (projectiles) onto liquids and soft solids (targets) generally results on the creation and expansion of an air cavity inside the impacted objects. The dynamics of cavity expansion and collapse depends on the projectile inertia as well as on the target properties. In this paper we study the impact of microfluidic jets generated by thermocavitation processes on a capillary bridge between two parallel planar walls. Different capillary bridge types were studied, Newtonian liquids, viscoelastic liquids and agarose gels. Thus, we compare the cavity formation and collapse between a wide range of material properties. Moreover, we model the critical impact velocity for a jet to traverse a capillary bridge type. Our results show that agarose gels with a storage modulus lower that 176 Pa can be modelled as a liquid for this transition. However, the predicted transition deviates for agarose gels with higher storage modulus. Additionally, we show different types of cavity collapse, depending on the Weber number and the capillary bridge properties. We conclude that the type of collapse determines the number and size of entrained bubbles. Furthermore, we study the effects of wettability on the adhesion forces and contact line dissipation. We conclude that upon cavity collapse, for hydrophobic walls a Worthington jet is energetically favourable. In contrast, for hydrophilic walls, the contact line dissipation is in the same order of magnitude of the energy of the impacted jet, suppressing the Worthington jet formation. Our results provide strategies for preventing bubble entrapment and give an estimation of the cavity dynamics for needle-free injection applications and additive manufacturing among other applications.