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首页> 外文期刊>Journal of Fluid Mechanics >Decoupled rolling, sliding and sticking of a viscoplastic drop on a superhydrophobic surface
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Decoupled rolling, sliding and sticking of a viscoplastic drop on a superhydrophobic surface

机译:去耦,滑动和粘附在超疏水表面上的粘液滴

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While the dynamics of Newtonian fluid drops on an inclined non-wettable surface has been widely reported, that of viscoplastic drops is less well known. Combining experimental and theoretical analysis, we reveal unique behaviours of viscoplastic drops on an inclined superhydrophobic surface: (i) decoupled rolling, sliding and sticking motions and (ii) two distinct rolling modes, i.e. viscous rolling and rigid-body rolling. First, determined by the relative magnitudes of gravitational, yield and adhesive stresses, a viscoplastic drop rolls, slides or sticks on a superhydrophobic surface. To the best of our knowledge, this is the first distinct differentiation of viscoplastic drop motions on a superhydrophobic surface, which is a clear departure from the previous observations of Newtonian drops on superhydrophobic surfaces and viscoplastic drops on hydrophilic/hydrophobic surfaces. We subcategorized two types of rolling as liquid-like viscous rolling and solid-like rigid-body rolling. With a low Deborah number (i.e. dimensionless viscoplastic relaxation time), the viscoplastic drop shows a viscous rolling as a Newtonian drop does on an inclined surface. With a high Deborah number, however, the viscoplastic drop does not have enough time to be 'fluid'. Consequently, the ellipsoidal drop deforms to be more spherical as it goes down the inclined surface, and tumbles, as if a solid body initiates its rolling by 'tipping'.
机译:虽然牛顿液滴在倾斜的不可湿表面上的动力学已被广泛报道,但粘塑性液滴的动力学尚不为人所知。结合实验和理论分析,我们揭示了粘塑性液滴在倾斜超疏水表面上的独特行为:(i)解耦滚动、滑动和粘着运动;(ii)两种不同的滚动模式,即粘性滚动和刚体滚动。首先,由重力、屈服和粘结应力的相对大小决定,粘塑性滴在超疏水表面上滚动、滑动或粘着。据我们所知,这是超疏水表面上粘塑性液滴运动的首次明显区别,这与之前对超疏水表面上牛顿液滴和亲水/疏水表面上粘塑性液滴的观察明显不同。我们将两种类型的滚动细分为液体状粘性滚动和固体状刚体滚动。当Deborah数较低(即无量纲粘塑性松弛时间)时,粘塑性液滴表现出粘性滚动,就像牛顿液滴在倾斜表面上一样。然而,由于德博拉数较高,粘塑性液滴没有足够的时间成为“流体”。因此,当椭球体下落到斜面上时,它会变形成更多的球形,并翻滚,就像一个固体通过“倾斜”开始滚动一样。

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