1.The Laplace domain is a nice place in which to work, and transfer functions may be easily manipulated, modified and analyzed.
拉普拉斯域是一个适合于计算，和操纵，修改与分析传递函数的地方。
2.This particular one, is called Laplace's equation, appears in the theory of electricity and magnetism, fluid mechanics, and elsewhere.
这个特殊的方程叫做拉普拉斯方程，出现于电磁学理论、流体力学理论以及其他理论中。
3.Second, the limited Laplace algorithm and high profile information filtering were used to strengthen image outline.
接着运用受限拉普拉斯算法和高提升滤波加强图像轮廓信息。
4.It occurs because, as described by Laplace's law, the gas is at a higher pressure in the more highly curved, smaller bubbles.
这是因为根据拉普拉斯方程，在曲率大的气泡，也就是更小的气泡中，气体有着更大的压强。
5.Using Laplace transforms and a continued fraction method, the distribution of buffer content is achieved.
运用拉氏变换和连分数的方法求得了缓冲器容量的稳态分布。
6.The Laplace transformation comes from the area of operational mathematics and is extremely useful analysis and design of linear systems.
拉氏变换来自工程数学，对分析和设计线性系统非常有用。
7.Laplace transformation is a difficult point in engineering mathematics, especially the inverse Laplace transformation solution.
拉普拉斯变换是《工程数学》中的一个比较难于理解的知识点，尤其是拉普拉斯逆变换的求解。
8.It is calculated, in this paper, by means of combing Laplace "s integral transformation and singular function. "
将拉普拉斯积分变换方法和奇异函数相结合，可以简单方便地计算连续梁的弯曲变形。
9.To solve LAPLACE equation, 8-nod cubic unit and appropriate function were applied to discrete the structure surface and its environment.
使用8节点立方体和合适的形状函数对构筑物表层和周围场域进行了离散。
10.Transient Analysis of Rewarded Continuous Time Markov Model by Regenerative Randomization with Laplace Transform Inversion.
论文题目：借助拉氏逆变换，运用随机反馈策略对马尔科夫时间连续模型作瞬变性分析。