Asencio K, Acevedo M, Zuriguel I, Maza D
Departamento de Física y Matemática Aplicada, Facultad de Ciencias, Universidad de Navarra, 31008 Navarra, Spain.
CINVESTAV-IPN, Unidad Monterrey, PIIT. 66600 Apodaca, Nuevo Len, Mexico.
Phys Rev Lett. 2017 Dec 1;119(22):228002. doi: 10.1103/PhysRevLett.119.228002.
We experimentally analyze the compaction dynamics of an ensemble of cubic particles submitted to a novel type of excitation. Instead of the standard tapping procedure used in granular materials we apply alternative twists to the cylindrical container. Under this agitation, the development of shear forces among the different layers of cubes leads to particle alignment. As a result, the packing fraction grows monotonically with the number of twists. If the intensity of the excitations is sufficiently large, an ordered final state is reached where the volume fraction is the densest possible compatible with the boundary condition. This ordered final state resembles the tetratic or cubatic phases observed in colloids.
我们通过实验分析了一组立方颗粒在新型激发作用下的压实动力学。我们对圆柱形容器施加交替扭转,而不是像在颗粒材料中使用的标准敲击程序。在这种搅动下,不同层立方体之间剪切力的发展导致颗粒排列。结果,堆积分数随扭转次数单调增加。如果激发强度足够大,就会达到一个有序的最终状态,其中体积分数是与边界条件兼容的最致密状态。这种有序的最终状态类似于在胶体中观察到的四方相或立方相。