论文标题
带电颗粒的介质系统中的定向熔化
Orientational melting in a mesoscopic system of charged particles
论文作者
论文摘要
几个颗粒的介观系统表现出与宏观系统的行为。尽管在宏观系统中,相位过渡是通用的,但介质系统状态的变化取决于其特定属性,例如粒子的数量,以至于可以对特定的魔术数字不利于状态的变化。在宏观世界中没有对应物的过渡是定向熔化,其中具有长距离排斥相互作用的局部粒子形成二维晶体的二维晶体被脱位在常见的圆形或椭圆形轨迹中。已经对计算机模拟进行了广泛的研究,并在一些开创性的实验中见证了方向熔化。但是,一项详细的实验研究完全揭示了其非全世界性质到目前为止缺失。在这里,我们报告了在多达15个离子的二维合奏中观察到具有排斥性库仑相互作用的二维合奏。我们定量地表征了定向熔化,并将结果与蒙特卡洛模拟进行比较以提取颗粒动能。我们证明了魔术数的存在,并通过添加固定杂质来在本地控制融化的发生。我们的系统实现了一个完全可控制的实验测试床,用于研究小型系统的热力学,我们的结果为研究量子离子系统中的量子现象的研究铺平了道路,从量子波动和量子统计量的出现到控制多壳量子转子的控制。
A mesoscopic system of a few particles exhibits behaviors that strongly differ from those of a macroscopic system. While in a macroscopic system phase transitions are universal, a change in the state of a mesoscopic system depends on its specific properties, like the number of particles, to the point that changes of state can be disfavored for specific magic numbers. A transition that has no counterpart in the macroscopic world is orientational melting, in which localized particles with long-range repulsive interactions forming a two-dimensional crystal become delocalized in common circular or elliptical trajectories. Orientational melting has been studied extensively with computer simulations and witnessed in a few pioneering experiments. However, a detailed experimental investigation fully revealing its non-universal nature has been missing so far. Here we report the observation of orientational melting in a two-dimensional ensemble of up to 15 ions with repulsive Coulomb interaction. We quantitatively characterize orientational melting, and compare the results with a Monte Carlo simulation to extract the particles kinetic energy. We demonstrate the existence of magic numbers, and control locally the occurrence of melting by adding a pinning impurity. Our system realizes a fully-controllable experimental testbed for studying the thermodynamics of small systems, and our results pave the way for the study of quantum phenomena in systems of delocalized ions, from the emergence of quantum fluctuations and quantum statistics, to the control of multi-shell quantum rotors.