1) quantum conditions
量子条件
1.
The identity of the results is proved by means of the fundamental quantum conditions.
通过量子泊松方括的不同途径运算，灵活运用坐标动量算符的量子条件，得到一致的结果。
2) quantization condition
量子化条件
1.
Based on the quantization condition derived from the analytical transfer matrix method(ATMM),we study exact eigenenergy and energy spectrum relation of non-shape-invariant potentials in SUSYQM.
基于分析转移矩阵方法(ATMM)的量子化条件,研究了超对称量子力学中非形状不变势的精确能谱及两伴随势之间的能谱关系,与其它方法给出的结果相比,其结果较为精确,并证实在非破缺条件下,其能谱关系为E(n+)=En(+-1),而在破缺条件时,能谱关系则为E(n+)=E(n-)。
4) conditional quantum phase gate
条件量子相位门
1.
One of the simplest scheme of two-qubit conditional quantum phase gate(CQPG)via a single-mode cavity and a single-Λtype three-level atom have been proposed.
利用单模场和一个Λ-型三能级原子实现二量子比特的条件量子相位门(CQPG),量子信息编码在单模场的FOCK态和及Λ-型三能级原子的2个亚稳态和上。
2.
Sleator et al have proved that any quantum unitary operation canbe decomposed into a serious of single qubit rotational operation and control-not(CNOT)gate operation; while a CNOT gate operation can also be decomposed into the operationof a single qubit rotations and a conditional quantum phase gate operation.
Sleator等人证明：任何幺正量子操作都可分解为一系列的单比特的旋转操作和控制非(CNOT)门的操作，而CNOT门的操作又可分解为单比特的旋转操作和条件量子相位门的操作。
5) quantization of electric charge
电荷量子化条件
6) EBK quantization condition
EBK量子化条件
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