1) quantum variable
量子变量
2) quantum invariant
量子不变量
1.
Using the canonical transformation and Lewis and Riesenfeld quantum invariant theory,the excat wave function of a harmonic oscillator with time-dependent coefficient of damping is obtained.
在适当的正则化变换下,采用Lewis-Riesenfeld量子不变量理论,得到了含时阻尼线性谐振子的精确波函数,波函数的正确性和普遍性同样得到讨论。
2.
Using the Lewis-Riesenfeld′s quantum invariant theory,the Lewis-Riesenfeld phases for a time-dependent frequency harmonic oscillator,which is confined in an infinite well with a moving wall,are calculated.
根据Lewis Riesenfeld的量子不变量理论 ,计算了一维动壁无限深势阱内频率随时间变化的谐振子的Lewis Riesenfeld相位 ,发现刘登云文中“非绝热Berry相位”与Lewis Riesenfeld相位中的几何部分完全一致 。
3) quantum phase transition
量子相变
1.
Antiferromagnetic quantum phase transition near x=1.00 in NiS_(2-x)Se_x system;
NiS_(2-x)Se_x在x=1.00附近的反铁磁量子相变
2.
Experimental Research of Quantum Phases and Quantum Phase Transitions in Quantum Hall System
量子霍尔系统中的量子相以及量子相变的实验研究
3.
Ferromagnetic quantum phase transition in Co(S_(1-x)Se_x)_2 system
Co(S_(1-x)Se_x)_2系统中的铁磁量子相变
4) subset of variables
变量子集
5) quantum transformation
量子变换
1.
Theory of linear quantum transformation and its application;
量子变换理论及其应用概述
2.
By the aid of the linear quantum transformation theory, we derive the analytic expression of the partition function for the quadratic systems.
利用量子变换理论,给出了多维相空间中二次型系统配分函数的解析表达式,利用这一公式,可以在不知系统能谱的情况下,非常方便地得到系统的配分函数。
3.
By the aid of the linear quantum transformation (LQT) theory, we give a concise diagonalization for n-mode boson and fermion of quadratic Hamiltonian.
借助线性量子变换（ＬＱＴ）理论，对ｎ模玻色和费米子的二次型哈密顿量，我们给出了简洁的对角化形式。
6) quantum decay
量子衰变
1.
Influence of nonlinear coupling on quantum decay rate of metastable dissipative systems;
非线性耗散对亚稳态系统量子衰变速率的影响
补充资料：单量子阱(见量子阱)
单量子阱(见量子阱)
single quantum well
单且子阱sillgle quantum well见量子阱。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条