Transition from one - dimensional half infinitely high square potential well s energy levels to one - dimensional infinitely deep square potential well s energy levels;
从一维半无限高方势阱的能级过渡到一维无限深方势阱的能级
Chaos in a Potential Well and Its Quantum Manifestation;
势阱中的混沌及其量子对应
Planar cyclic and spherical potential-well models are proposed and employed to predict the electron counting rules for planar and spherical aromaticities and antiaromaticityies.
文章提出平面和球面芳香性体系的平面圆环和球形势阱模型,导出芳香性和反芳香性体系的π电子数规则,并半定量解释了苯分子的电子跃迁光谱。
A new kind of double-well potential is studied, which is smoothly joined by three piecewise potentials with the form 1/2kx2 (k∈R) in one-dimension.
构造并精确求解了一种新的双势阱模型,它由三段曲线势函数光滑连接而成。
The quantum tunneling in the symmetric double well is spontaneous and active,while in asymmetric double well,even the strength of the electric field is little the quantum tunneling disappears completely.
利用二能级近似通过对对称和非对称双势阱波函数的研究,揭示了基态和激发态量子隧穿随外场变化的规律。
It is of much significance that researches on the multi-quantized potential trough structure of light-luminescence have done to the analysis of material construction.
文章用数值逼进法研究了电场中量子势阱表面本征态效应 ,分析了极值的位置 ,定性、定量地解释了量子阱的光致发
It is of much significance to the analysis of material construction that researches on the multi-quantized potential trough structure and the light-Lumiresence are done.
本文用数值逼进法研究了电场中量子势阱表面本征态效应,分析了极值的位置,定性地、定量地、解释了量子阱的光致发