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- exciton wavefunction 激子波函数
- If we allow this, then the wavefunction x will also be complex. 如果允许这种情况出现,则波函数x也都是复数。
- For this reason they are often referred to as 'spin wavefunction'. 由于这个原因,常把他们称作“自旋波函数”。
- State-filling effects of exciton in quantum dot array are observed. 发现许多正负折射交替一维光子晶体新特性。
- New progress of exciton condensation in coupled quantum wells[J]. 引用该论文 闫占彪;郭震宁.
- For this reason they are often referred to as "spin wavefunction". 由于这个原因,常把他们称作“自旋波函数”。
- Then, the bipolaron hit the triplet exciton and converts to two polarons. 然后,双极化子会碰上三重态激子转化成两个极化子。
- Comments About Solutions to the Wavefunction of an Active RLC Circuit. 有源RLC电路波函数解的讨论。
- The spectrum variation is due to the exciton ionization in electric field. 光谱由红变蓝的根源是激子的电场离化。
- The wavefunction satisfies the time-dependent Schrodinger equation at all times. 波函数在任何时间皆满足含时薜汀格方程.
- Glasses doped with CdSxSe1-x microcrystallies, whose size is smaller than the exciton Bohr radius, were made. 制备了小于激子玻尔半径的CdS_xSe_(1-x)微品玻璃.
- In this scheme, the unitary of time evolution operators makes sure that the wavefunction is normalized in time-space propagation. 在这种方案中,时间演化算符的幺正性保证了波函数在传播过程中的规范性。
- Specially,an abnormal dispersion phenomena of surface eciton polaritons near the Exciton resonance frequeney is found. Queisser的错误结果,发现在激子共振频率附近表面激子极化激元存在异常色散的现象。
- The eigenfunctions of the Gaudin differential //-operators as the Laughlin wavefunction are solved by Bethe ansatz. 同时,Gaudin模型L-算子的本征函数作为Laughlin波函数也可以用Bethe ansatz方法来求解。
- These results are important for the study of the physical properties of exciton in quantum dot. 这些计算结果对深入理解半导体量子点中激子的物理本质具有一定学术意义。
- In addition, we found that there are two ultrafast exciton dynamics in Allophycocyanin trimer. 首次发展了蓝光高效双光子荧光化合物。
- However, if we measure the observable, the wavefunction will immediately become an eigenstate of that observable. 然而如果我们测量可见,波函数将立即变成为可见的特征态。
- Preparation of SnO2Nanometer Crystallites and Study of the Optical Propertier of Their Exciton States[J]. 引用该论文 余保龙;张桂兰;汤国庆;邹炳锁;陈文驹.
- As to the emission at 370nm, it should result from exciton recombination radiation. 而在370nm处的发光峰,根据其发光能量,应该是由于激子复合造成的。
- Because of this large binding energy, the exciton is stable at room temperature even in bulk crystals. 正是由于它高的激子结合能,甚至在室温下在大体积的晶体中激子仍很稳定。