| 1. | Two boundary conditions are needed to solve the equation .
解此方程式需要两个边界条件。 |
| 2. | By reflection we have added another boundary condition .
通过镜像法我们就得到了另一个边界条件。 |
| 3. | These boundary conditions result in sixteen independent equations .
这些边界条件构成了十六个独立方程。 |
| 4. | The last two integrals correspond to the natural boundary conditions .
最后两个积分对应于自然边界条件。 |
| 5. | The specification of such "derivative boundary conditions" is described in section 3-5 .
这种“导数边界条件”的规定描述于3-5节中。 |
| 6. | We can use the principle of virtual power to establish consistent boundary conditions .
我们可以采用虚功率原理建立相容的边界条件。 |
| 7. | We will invoke another of the boundary conditions in order to get one more equation .
为了再得出一个方程，我们需要求助于另一个边界条件。 |
| 8. | The admissibility of functions is regulated by continuity requirements and boundary conditions .
函数的容许性由连续性要求和边界条件来约束。 |
| 9. | As in the particle in a box, it is the boundary conditions that force us to quantize the energy .
象在箱中粒子那样，边界条件迫使我们使能量量子化。 |
| 10. | One way around this problem is to first show any function obeying the boundary conditions .
完成此问题的一个方法是首先要证明任何对边界条件满足的函数。 |
