微扰

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  • perturbation
微扰微扰
  1. 驾驭斑图(pattern)的新方法&空间微扰法

    Controlling patterns by spatial perturbation method

  2. 参数微扰方法对Boost变换器的混沌控制

    Small Parametric Perturbation Method in Controlling Boost Converter

  3. 电流模式BOOST变换器的参数微扰混沌控制

    Chaotic Control Strategy for the Current - mode BOOST Converter with Small Parameter Perturbation

  4. 微扰QCD方法计算B介子纯湮灭图衰变

    Calculation Pure Annihilation Type Decay of B Meson in Perturbative QCD

  5. 外部微扰反馈对Bragg声光双稳系统混沌的控制

    Chaos control of the external perturbation feedback in Bragg acousto-optic bistable system

  6. 推广应用分歧理论的微扰法,求出了Brown方程的最小正分歧点和从此点发出的分歧解。

    We generalize the perturbation method in bifurcation theory to study the initial bifurcation of Brown 's equation .

  7. 微扰法研究薄膜负载对Lamb波传播的影响

    Study to influence of thin layer loading on propagation of Lamb waves using perturbation method

  8. 微扰论与平均Hamiltonian理论&Ⅰ.场相关化学位移

    Perturbational theory and averaging Hamiltonian theory & I . Field-dependent chemical shifts

  9. 初应力场的Rayleigh波微扰法求解落体偏东

    Rayleigh Waves in Initial Stress Field Solution to a free falling body towards the east by perturbation

  10. 用无波函数微扰论和Padè近似方法计算双原子分子振动能级

    Calculating the Vibrational Energy of Diatomic Molecules by Using the Perturbation Theory Without Wave function and Pad è Approximation

  11. 首次将量子力学的微扰论引入自混合干涉效应,首次提出用LED作为自混合干涉测量光源的设想。

    Introduced small disturbance theory in quantum mechanism into SMI effects , and put forward the idea of replacing the light source of LED for the first time .

  12. Josephson结圆对称环域模型的微扰分析

    Perturbative analysis of the circular symmetric annular model of the Josephson junction

  13. 提出了微扰QCD的高级修正K因子的经验公式,与有关实验符合得相当好。

    The experience formula of K factor in perturbative QCD is produced and in good agreement with related experimental data .

  14. QCD微扰论是适用的理论。

    QCD perturbation theory is suitable and powerful at high energy scale .

  15. MORSE势体系的微扰能级

    Perturbation Energy Devels in Morse Potential System

  16. 用微扰论讨论了QCD中作用荷α(k~2)的渐近行为。

    The asymptotic behavior of the effective interaction charge of QCD is discussed .

  17. Fe~(+24)、Fe~(+25)低能态能级结构及Kα、Kβ特征线的计算&相对论微扰法

    Calculations on the Low Energy States and the K_ α, K_ β Lines of Fe  ̄( + 24 ) and Fe  ̄( + 25 ) - Method of Relativistic Perturbation

  18. FeS2能隙的外压微扰调制

    Fes_2 band gap modulation under pressure perturbation

  19. 耦合KdV方程的微扰孤子解

    Perturbed Soliton Solutions of the Coupled KdV Equations

  20. 微扰分子轨道理论和应用于TRS&80微型计算机系统的PMO程序

    Perturbational molecular orbital theory and program using TRS-80 micro-computer system

  21. 孤子微扰的广义KdV方程直解(英文)

    Direct Approach to Study of Soliton Perturbations of the Generalized KdV Equation ( GKdV )

  22. 碱金属原子量子亏损的微扰WKB计算

    Perturbation WKB method used to calculate quantum defect for alkali metal atom

  23. 采用微扰法,研究了不同质量分数的ZnO以及不同的热处理制度对SiO2-Al2O3-MgO-La2O3微晶玻璃系统微波介电性能的影响。

    The effects of different mass fractions of ZnO and different heat-treatment procedures on the microwave dielectric properties of SiO_2-Al_2O_3-MgO-La_2O_3 glass ceramic system were investigated by perturbation method .

  24. 对于非微扰QCD行为,一般采用模型处理的方法。

    It is general to adopt the way of model to study the nonpertubative QCD behavior .

  25. 在频率选择性多径衰落信道环境中,接收端采用Rake接收机时,推导出了基于微扰理论近似法的系统误比特率公式。

    In the frequency-selective multipath fading scenario , Rake reception was considered , and an approximation based on perturbation theory was derived .

  26. 微扰分子轨道理论与Diels-Alder反应

    The Perturbation Molecular Orbital Theory and Diels-Alder Reaction

  27. 标量&旋量模型B-S方程的三阶微扰修正

    The third-order perturbation correction of B-S equation of the scalar - spinor composite particle model

  28. Tb3+可以和HRP分子中多肽的酰胺发生相互作用,改变了HRP多肽链的构象,从而对活性中心产生微扰。

    Tb3 + can interact with amide groups of HRP and change the conformation in HRP , and then disturb the active center .

  29. 其次,引入Anderson模型和快速收敛的微扰展开方法研究了单个磁性杂质对碳纳米管态密度的影响。

    Secondly , density of states for metallic carbon nanotubes with a magnetic impurity is studied based on a single orbital Anderson model .

  30. 真空凝聚的存在直接反映着QCD真空的非微扰结构。

    The existence of these vacuum condensates reflects in a direct way the non-perturbative structure of QCD vacuum .