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翻译
  • Laplace

    • 英 [lɑ:ˈplɑ:s]
    • 美 [ləˈples]

    释义

    • 拉普拉斯
  • 实用场景例句

    • 全部

    The book is self - contained , with appendices included on elementary matrix and Laplace transforms.

    本书自成体系, 并有初等阵论及拉普拉斯变换的附录.

    辞典例句

    The high - order boundary conditions for the problems of Laplace equation in infinite region hare been developed.

    对无限域laplace方程问题,推导出了高 阶 边界条件.

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    Governing equations adopted are Stokes equation for momentum and Laplace equation for energy.

    由于研究对象是小液滴缓慢的热毛细迁移过程,因而所采用的控制方程中动量方程为StokeS方程、能量方程为Laplace方程.

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    When time domain solutions are required, the Laplace transform method is straightforward.

    当需要时域解时, 拉氏变换方法也是很直接的.

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    The expression of this attraction is obtained by solving Laplace's equation.

    通过求解拉普拉斯方程,得出非均匀电场对矿粒吸引力的表示式.

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    Laplace, the astronomer , was still at work when death caught up with him at seventy - eight.

    临死前, 他大声喊道:“我们所知的太少太少,我们所不知的太多太多. ”

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    The closed form solution can be obtained from method of S - transformation: a variation of Laplace transformation.

    用S变换法: 拉氏交换的一种变形,可得封闭解,并有例示.

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    Finally, it is easy to move form the Laplace domain into frequency domain.

    最后, 从拉氏域转换到频率域也很容易.

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    The complex potential function method is combined with the semi - analytical method to solve 2 D Laplace problems.

    为高效快捷地求解电磁场问题,将复位函数方法与半解析方法相结合,求解了二维静电场问题.

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    A new algorithm for Laplace transformation of function product shuffle product is studied in this paper.

    该文着重研究了函数乘积的拉氏变换的一种新算法──S积.

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    In electric field calculation: electric field in circuit breaker is described by cylinder Laplace equation.

    电场数值计算中,描述断路器灭弧室内电场分布的数学模型为柱面坐标下的拉普拉斯方程.

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    Laplace transformation, array, vector, determinate, linear equation set, Fourier series, partial differential equations.

    本课程介绍拉普拉斯转换 、 矩阵 、 向量 、 行列式 、 线性方程组 、 傅立叶级数 、 偏微分方程式.

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  • 英英释义

    Noun

    • 1. French mathematician and astronomer who formulated the nebular hypothesis concerning the origins of the solar system and who developed the theory of probability (1749-1827)
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