| 1. | A dark - soliton perturbation theory on the defocusing nonlinear schr dinger equation
方程的暗孤子微扰理论 |
| 2. | Calculate the masses of octet baryons from chiral perturbation theory
利用手征微扰理论计算强子八重态的质量 |
| 3. | Thermodynamic perturbation theory
热力学微扰理论 |
| 4. | Read georgi chap . 4 and chap . 5 to complement our chiral perturbation theory discussion this week
10阅读georgi的第四、五章，补充本周手征微扰理论的讨论。 |
| 5. | Read chap . 5 of your text book to complement our discussion of heavy mesons in chiral perturbation theory
10阅读教材第五章以补充关于手征微扰理论中重介子的讨论。 |
| 6. | In addition , we analyze the amplification absorption and quintic nonlinearity effects on the second solution in the adiabatic approximation
进而运用微扰理论讨论了当放大器、饱和效应及五次非线性效应存在时，在一个平面波调制下亮孤波的传输特性。 |
| 7. | In this paper , we analyze the nonlinear response of a three - level a model system , using a perturbation theory based on the liouville equation . of motion and considering the lorentz local field effect
本文中，我们考虑了lorentz局域场效应的影响，在liouville运动方程的基础上用微扰理论分析了一个三能级系统的非线性响应。 |
| 8. | In the second chapter , we introduce the nonlinear optical properties of molecules . we also introduced the time dependent perturbation theory in this chapter in order to understand the nonlinear optical properties of molecules
第二章介绍了分子的非线性光学性质，为了理解分子的非线性光学性质，我们还在第二章介绍了含时微扰理论。 |
| 9. | The linear time perturbation theory is used in this paper , the effects of rotary flow , axial flow and both of them to the arc stability are discussed respectively . the corresponding equations and the boundary conditions are deduced
本文采用与时间有关的线性微扰理论，分别讨论了旋转气流、纵向气流的作用，以及它们共同的作用下电弧螺旋不稳定性的特征。 |
