Thus what is now called the wave equation in one spatial dimension appears for the first time . 这样一来现在称为一维的波动方程就第一次出现了。
Alternatively, one may utilize the wave equation and appropriate boundary conditions to yield a specific solution . 另外,我们也可以利用波动方程和适当的边界条件以得出一个特解。
It should be possible, however, to extract this information from the wave equation since the behavior of the particle is completely specified by it . 然而,因为粒子的状态完全由波动方程确定,所以也可以由波动方程得到这一关系。
Life span of the classical solutions to wave equation 波动方程经典解的生命区间
Wavform inversion of acoustic data in layered media 层状介质的声波波动方程反演
Viscoelastic wave equation forward modeling and migration 粘弹性波动方程正演和偏移
Electromagnetic wave equation in anisotropic media 各向异性介质中的波动方程
Bolw up of global solutions to quasi - linear wave equation 拟线性波动方程整体解的爆破
Iterative methods for symplectic algorithm of wave equation 波动方程辛算法的迭代求解
Formula 2 - 10 shows a wave - function under complex field 下该平面波的波动方程,以下将