1·The free electron gas is a kind of representative quantum Fermi gas.
金属的自由电子气是一种典型的量子费米气体。
2·At these temperatures, the gas takes on a very exotic form; it becomes a Fermi gas.
在这个温度下，气体处于一种奇异的形态：它成为了费米气体。
3·The phase diagram of a homogenous ultracold Fermi gas with spin polarization is studied at unitarity.
研究了超冷均匀极化的费米气体在共振区的相图。
4·From the self consistent equations, we have found that BCS condensation of atoms can't occur in such a repulsive two body interaction Fermi gas of atoms.
由序参量的自洽方程发现，在具有排斥两体相互作用的超冷费米原子气体中，原子的BCS转变不可能发生。
5·The single particle level densities, calculated with the local density approximation and Fermi gas model respectively, are used to obtain the partition functions.
利用费米气体模型和区域密度近似分别计算单粒子能级密度，通过单粒子能级密度求得中等质量碎片（IMF）的内部配分函数。
6·The application of degeneration Fermi gas model in astrophysics proves that quantum statistical theory plays a vitally important role in study area of modern physics.
以简并费米气体模型在天体物理中的应用为例，说明了量子统计理论在现代物理研究领域有着十分重要的作用。
7·The expression of average susceptibility for Pauli paramagnetism of an ideal Fermi gas with finite number of particles is resolved by using statistical average method.
运用统计平均方法，解析出有限粒子数理想费米系统泡利顺磁性平均磁化率的表达式。
8·The Fermi gas is governed by quantum dynamics and held in place by the laser trap, allowing the group to simulate the conditions of the tightly packed neutrons inside a neutron star.
费米气体由量子动力学描述，它被激光阱控制在某处，这使得科学家们能够模拟中子星内致密中子的状态。
9·This paper, based on the Fermi gas model, studies the energy of free electron gas in metal, discusses the highest energy, the average energy and the energy level density of free electrongas.
本文根据费米气体模型理论，研究金属中自由电子气的能量，讨论电子的最高能量、平均能量和电子气的能级密度。
10·With the two dimensional electron gas model, considering the nonlinear shift of Fermi level with electron gas density, the DC output characteristics is calculated.
考虑费米能级随二维电子气浓度的变化，计算了器件的直流特性。