| 1. | Hydroelastic analysis of vlfs using plate green function method
超大型浮体水弹性分析的平板格林函数法 |
| 2. | Simulation of the motion of three - dimensional underwater explosion bubble using simple green function method
函数法模拟三维水下爆炸气泡运动 |
| 3. | How to solve the questions of mathematics physics with green function method is clarified with several examples
结合具体实例，说明如何用green函数方法解决数学物理问题了。 |
| 4. | Because green function is pivotal in green function method , several typical methods are introduced for solving green function
用green函数方法解决问题的关键在于求解green函数。通过具体实例，介绍了几种求解green函数的途径。 |
| 5. | In accordance with the dominant equations of the two models , this paper uses green function method to calculate vibration caused by effects among wheels , tracks , and sleepers
本文根据两种模型的控制方程，使用green函数法计算了车轮、轨道、枕木的相互作用所引起的振动。 |
| 6. | The excellence and basic thinking of green function method is shown because forced harmonic oscillator is discussed , further more , that the green function method is used widely is clarified
最后，以普通物理中的受迫谐振子问题为例，突出体现了green函数方法的优点，并进一步说明了green函数方法应用的普遍性。 |
| 7. | The teaching of green function method is from known to unknown and from plain to profound , which alleviates difficulty of student ' s studying and mastering green function method and depresses the step of learning green function method
这样从已知到未知，由浅入深，层层展开，可以减轻学生学习与掌握green函数方法的困难，降低了学习green函数方法的层次。 |
| 8. | Analyze the rectangular microstrip patch array using green functions method , resolve the integral equation by the method of moment , propose a method for resolving the mom impedance matrix , which is a combine of analytical method and numerical method
用矩量法计算了同轴馈电的矩形微带贴片阵列的电流分布，在求解广义阻抗矩阵时，给出了一种解析方法与数值方法相结合的方法。 |
| 9. | Green function method is very important in the mathematics physics . with the developing of physics , the method is more and more important and it is used more and more widely . but it is difficult for student to learn green function method
Green函数方法是求解数学物理方程中的重要方法，随着近代物理学的发展，这一方法越来越重要，应用也越来越广泛，然而， green函数方法又是初学者普遍感到困难的内容。 |
| 10. | Lastly , we discuss the energy - band structure of ultracold atoms in optical lattice by means of green function method and in addition , procure the superfluid - mott phase transition condition in mean - field approximation which is in agreement with the result in the literature
最后利用格林函数方法讨论了光格子中超冷原子的能带结构，根据mott相存在能隙的判据我们在平均场近似下重新得到superfluid - mott相变条件，该结论与相关文献一致。 |
