极化子

jí huà zǐ
  • polaron
极化子极化子
  1. 结果证明,钢中的C含量对成品磁性有着重要的影响。磁场中强耦合表面极化子的性质

    C. magnetic properties were measured . PROPERTIES OF STRONG-COUPLING SURFACE POLARON IN MAGNETIC FIELD

  2. GaAs中与施主高激发态有关的共振极化子效应

    Resonant polaron effect related with high excited states of donors in GaAs

  3. Zn(1-x)CdxSe/ZnSe异质结中的界面极化子

    The Interface Polarons in a Zn_ ( 1-x ) Cd_xSe / ZnSe Heterojunction

  4. GaAs晶体膜中弱耦合极化子的自陷能

    Self - Trapping Energy of the Weak - Coupling Polaron in GaAs Crystal Slab

  5. 三元混晶AxB(1-x)C中极化子回旋质量

    Cyclotron mass of polaron in ternary mixed crystal A_xB_ ( 1-x ) C

  6. 多支LO模对极化子基态能量的影响

    Effect of LO Modes on the Ground State Energy of Polaron

  7. 柱形量子线中极化子的电子与LO声子之间相互作用能

    Electron-phonon Interaction Energies of Polaron in Cylindrical Quantum Wires

  8. GaAs/AlxGa(1-x)As异质界面极化子的温度效应

    Temperature Effect of Polarons on a GaAs / Al_xGa_ ( 1-x ) As Heterointerface

  9. 极化子动力学被划分为两类,弱耦合动力学(weak-couplingdynamics)和强耦合动力学(strong-couplingdynamics)。

    Two types of polaron dynamics are classified : the weak-coupling dynamics and the strong-coupling dynamics .

  10. 三元混晶AxB(1-x)C中强束缚极化子激发态能量

    The Excited State Energies of the Strong Bound Polaron in Ternary Mixed Crystal A_xB_ ( 1-x ) C

  11. 极化子效应对Morse势阱中三次谐波产生的影响

    Polaron effects on the third-harmonic generation in Morse quantum well

  12. Holstein极化子能带和有效质量的温度依赖性

    Temperature Dependence of Energy-band Width and Effective Mass for the Holstein Polaron

  13. GaAs-Ga(1x)AlxAs多层极性膜中的束缚极化子

    A Research on The Bound Polaron in GaAs-Ga_ ( 1_x ) Al_xAs Multiple Polar Crystal Slab

  14. GaAs-Ga(1-x)AlxAs量子阱中极化子的结合能

    Binding energy of dressed charged particles in gaas-ga_ ( 1-x ) al_xas quantum well

  15. 电子与双声子相互作用对Holstein极化子的影响

    The influence of the electron and one pair of phonons interaction on Holstein polaron

  16. Wu等人利用非绝热的分子动力学方法研究了金属/聚合物/金属三明治结构中极化子形成的动力学过程。

    Using a nonadiabatic dynamic method , Wu et al . studied the dynamic process of polaron formation in a metal / polymer / metal sandwich structure .

  17. 数值计算结果表明:抛物量子线中强耦合极化子的基态能量Eo随约束强度ω0的增强而增大,而随电场强度F和量子线长Z的增大而单调减小。

    Numerical calculation illustrated that the ground state energy increases with the increasing confinement strength , and decreases with increasing of electric field strength and wire length .

  18. 一维环Aharonov-Bohm势对极化子的影响

    Effect of Aharonov Bohm Potential on the Polaron in 1D Ring

  19. 与中性态相比,带电态下其分子结构表现在C-C键键长发生显著改变,单电荷掺杂导致极化子元激发;

    Comparing with the neutral states , the changes of the bond lengths of the charged states are very evident .

  20. Aharonov-Bohm磁通对&维分子环中局域极化子的影响

    Local Polarons in a one-dimensional molecular ring affected by an Aharonov-Bohm flux

  21. 在考虑电子与LO声子相互作用和加电场的情况下,计算了抛物量子线中强耦合极化子的基态能量。

    The ground state energy of strong-coupling polaron in parabolic quantum wires is calculated for the case where the electron interacted with bulk LO phonon and added electric field .

  22. GaAs-GaAlAs量子阱中极化子的尺度效应

    The width effect of the polaron in GaAs-GaAlAs quantum well

  23. 并对CdF2、CsI、ZnS和GaAs晶体进行了数值计算,结果表明:两种情况下抛物量子线中极化子的基态能量E0都随约束强度ω0的增大而增大。

    Numerical calculation for crystals CdF_2 ? CsI ? ZnS and GaAs indicated that the ground state energy E_0 will increases with the increasing of confinement strength ω _0 .

  24. 实验结果表明,是双交换作用和小极化子效应的共同作用决定了CMR效应的特性。

    The experimental evidences show that both actions of double exchange interaction and small polarons are responsible for the variation of the CMR effect .

  25. 并对KCl材料进行了数值计算。结果表明,振动频率λ随膜厚的增加而减少,极化子自陷能随着膜厚的增加而减少;

    And the numerical calculations for KCl crystal show that the variation frequent contacts λ and the self-trapping energy are all reduce with the increase of the slab thickness .

  26. GaAs-GaAlAs量子阱中光极化子

    Localized Optical Polaron in a GaAs-GaAlAs Quantum Well

  27. 随着掺杂程度的增大,两种极化子都是载流子,同样经历了由Curie自旋到Pauli自旋的转变。

    With increasing doping level , the two polarons underwent similar transfer from Curie spin to Pauli spin and both polarons were charge carriers in the conducting polymer .

  28. 弱电场对激子没有明显影响:当静电场超过临界值150kVcm,激子解离为电子型极化子和空穴型极化子,与共轭聚合物不同,极化和解离同时发生;

    But in the critical electric field 150 kV / cm , an exciton is directly split into an electron polaron and a hole polaron . The polarization and dissociation happen at the same time , which differs from that in conjugated polymers .

  29. 我们发现在150MPa至600MPa的高压条件下,均可以合成出具有纳米网状结构的PANI薄膜样品,而且样品的极化子吸收峰随压力增加出现红移现象。

    Between 150 MPa and 600 MPa high-pressure ranges , it is easy to synthesize PANI film with nano-network .

  30. 一维小极化子模型的代数Bethe-Ansatz方程

    Algebraic Bethe-Ansatz equations for a small - polaron model