| 1. | Equation 6-9 is nonlinear and no closed-form solution is known .
1方程（6-9）是非线性的并且没有已知的准确形式解。 |
| 2. | Complex solutions to two nonlinear coupled equations
两个非线性耦合方程组的复形式解 |
| 3. | Envelope solutions to nonlinear schr dinger equation
方程的包络形式解 |
| 4. | The unpack ( ) function unpacks data from a binary string
函数的作用是：将数据从二进制形式解压回来。 |
| 5. | Equation 6 - 9 is nonlinear and no closed - form solution is known
1方程（ 6 - 9 ）是非线性的并且没有已知的准确形式解。 |
| 6. | To the generalized burgers equation , we discuss it in the rest several sections
所求形式解在t 0时满足方程及边界条件。 |
| 7. | The precise solutions in series form under general loads and several typical solutions in closed form are provided
在一般荷载下获得级数形式解答；在若干特殊情形下获得封闭形式解。 |
| 8. | The form solution to the mixed problem of one dimension inhomogeneous diffusion equation was given through the method of undetermined function
摘要利用待定函数法给出了一维非齐次扩散方程混合问题的形式解。 |
| 9. | The direct perturbation technique , proposed recently , successfully deals with a kind of perturbed chaotic system and obtains their formal solutions for each order
最近发现，通过直接微扰法可以得到一类微扰作用下的混沌系统的形式解。 |
| 10. | The direct perturbation technique , proposed recently , successfully deals with a kind of perturbed chaotic systems and obtains their general solutions for each order
最近发现，通过直接微扰法可以得到一类微扰作用下的混沌系统的形式解。 |
