"If you're looking for a free trip for your body on quantum levitation, you're not going to get it with this," says Parsegian.
“如果你想要在量子悬浮下旅行，从这项研究中得不到它，”Parsegian说。
Liu, Xiongjun: Condensed matter theory and ultra-cold atoms, focused on topological phase of quantum matter, synthetic gauge field and spin-orbit coupling effect, many-body physics.
刘雄军：凝聚态理论和超冷原子气。主要关注量子物质拓扑相，摹拟规范场和自旋轨道耦合效应，以及多体物理。
In this paper, the behavior of two-electron and three-electron systems are investigated by few-body theory in quantum mechanics.
文章利用量子力学中的少体理论方法研究了二电子系统和三电子系统的行为。
The slowing down formulae of charged particles in a plasma are derived by the kinetic equation of quantum plasma, taking account of the three-body effect.
本文利用考虑三体效应的量子等离子体动力学方程，推导了带电粒子在高温等离子体中减速公式。
It turns out that the inherent symmetry of quantum mechanics plays a decisive role in determining the structure of the few-body system.
结果表明，量子力学的内禀对称性对少体系统的谱结构具有决定性的作用。
The few-body theory has been extended to study the electronic properties of the quantum dots subjected to a magnetic field, which contains three electrons.
原子和核结构的少体理论方法改进后用以研究磁场下包含三个电子的二维量子点的电子性质。
The quantum phase transition (QPT) occurs at zero temperature when the external parameters of some interacting many-body systems change to reach the critical values.
在许多多体量子系统中，随着系统某些外部参数达到它的临界值，在零温情况下量子系统会发生量子相变。
In the study of 1d quantum nonlinear lattices, especially in the study of dynamics, it is unavoidable to solve the many-body time-dependent Schrodinger equation.
在一维量子非线性晶格的研究中，特别是动力学的研究中，求解多粒子体系的含时薛定谔方程是不可避免的。
Using the few-body method, this paper investigates the two-dimensional three-electron quantum dot and obtains the global characteristics of the low-lying states.
本文用少体方法详细研究了强关联的二维三电子量子点，得到了系统低激态的普遍特征。
Using the few-body method, this paper investigates the two-dimensional three-electron quantum dot and obtains the global characteristics of the low-lying states.
本文用少体方法详细研究了强关联的二维三电子量子点，得到了系统低激态的普遍特征。
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