1) hole polaron and electron polaron
空穴极化子和电子极化子
1.
Within the tight-binding Su-Schrieffer-Heeger(SSH)model and a nonadiabatic dynamical evolution method,the collision of the hole polaron and electron polaron in the degenerate polymers is studied.
基于紧束缚的Su-Schrieffer-Heeger(SSH)模型,利用非绝热的动力学方法,研究了基态简并聚合物中空穴极化子和电子极化子的碰撞过程。
2) hole polaron
空穴极化子
1.
Based on the tight-binding Su-Schrieffer-Heeger(SSH) model and a nonadiabatic dynamical evolution method,the scattering of electron and hole polarons in the nondegenerate polymers under a weak electric field is studied.
基于紧束缚的Su-Schrieffer-Heeger(SSH)模型,利用非绝热的动力学方法,研究了弱电场下基态非简并聚合物中电子极化子和空穴极化子的散射。
3) electron polaron
电子极化子
5) spin-polarized electron
极化电子
1.
Measurement of generalized Stokes parameters involving spin-polarized electrons impact atoms;
极化电子与原子散射的广义Stokes参量的实验测量
6) electron and hole electrochemical potentials
电子和空穴电化学势
1.
Numerical solutions are rapidly obtained for the three potential variables,electrostatic and electron and hole electrochemical potentials,to give the electron and hole surface and volume channel currents,using our cross-link two-route.
用交叉双路或Z形单路递归循环算法,很快得到三个势变量的数字解:静电势,电子和空穴电化学势,从而算出电子和空穴表面和体积沟道电流。
补充资料：极化
见电介质。
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