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首页> 外文期刊>Journal of Rheology >Application of large double-step shear strains to analyze deformation and shape recovery of a polymer droplet in an immiscible polymer matrix
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Application of large double-step shear strains to analyze deformation and shape recovery of a polymer droplet in an immiscible polymer matrix

机译:应用大型双步剪切应变分析不混溶聚合物基质中聚合物液滴的变形和形状恢复

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The deformation and shape recovery of a soft polymer droplet in an immiscible polymer matrix with higher viscosity were directly observed from two directions after application of large double-step shear strains. After application of the first-step strain γ_1 (|γ_1| = 5), the deformed droplet changes its shape, starting from a flat ellipsoid to a rodlike shape then to a dumbbell, an ellipsoid of revolution, and finally back to a sphere. When a large second-step strain γ_2 is applied in the same or opposite direction to the first strain during the recovery, the shape of the droplet and the orientation angle depend on both γ_2 and the shape during the recovery. Just after application of γ_2 (0 < γ_2 ≦ 5) in the opposite direction to the first strain γ_1(=-5), the droplet having a rod-like or dumbbell shape significantly deforms at both ends and stretches more than expected from the assumption of affine deformation. The deformed droplet under strain γ_2 has two orientation angles, θ_1 and θ_2, to the shear direction. The main angle θ_1 of the inclined droplet is equal to the angle given by the total strain γ_1 + γ_2, i.e., cot2θ_1 = (γ_1 + γ_2)/2. On the other hand, another angle θ_2 observed at both ends of the deformed droplet, is close to the angle given only by γ_2, i.e., cot2θ_2 = γ_2/2. This difference in the orientation angle suggests a faster recovery at both ends and a slower recovery (remaining effects of the first strain) in the central part.
机译:在施加较大的双级剪切应变后,可从两个方向直接观察到具有较高粘度的不混溶聚合物基质中软聚合物液滴的变形和形状恢复。在施加第一步应变γ_1(|γ_1| = 5)之后,变形的液滴会改变其形状,从平坦的椭圆形变为棒状,然后变为哑铃形,旋转的椭圆形,最后回到球形。当在恢复期间在与第一应变相同或相反的方向上施加较大的第二步应变γ_2时,液滴的形状和取向角取决于γ_2和恢复期间的形状。刚好在与第一应变γ_1(=-5)相反的方向上施加γ_2(0 <γ_2≤5)之后,具有棒状或哑铃形形状的液滴的两端都显着变形,并且拉伸得比假定的预期要大。仿射变形。在应变γ_2下变形的液滴相对于剪切方向具有两个取向角θ_1和θ_2。倾斜液滴的主角θ_1等于由总应变γ_1+γ_2给出的角,即cot2θ_1=(γ_1+γ_2)/ 2。另一方面,在变形液滴的两端观察到的另一个角度θ_2接近仅由γ_2给出的角度,即cot2θ_2=γ_2/ 2。定向角的这种差异表明两端的恢复较快,而中心部位的恢复较慢(第一应变的残留效应)。

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