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Laplace
拉普拉斯
常用释义
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基本释义
  • n. (法国天文学家、数学家)拉普拉斯(姓氏)
例句
  • 1·However, Laplace expansion is efficient for small matrices only.
    但是,拉普拉斯展开仅对小型矩阵有效。
  • 2·Laplace at seventy-eight died young.
    拉普拉斯78岁逝世时依然年轻。
  • 3·With Laplace transforms, the question can be solved in Laplace d.
    利用拉普拉斯变换,将定解问题转换到拉普拉斯域内求解。
  • 4·The generalized Riesz summability operators of Laplace series are introduced.
    引进了拉普拉斯级数的广义黎斯可和算子。
  • 5·The Laplace space solution of this model can be derived by Laplace transforms.
    利用拉氏变换方法求出该模型在拉氏空间的解。
  • 6·Two matrices have to be calculated when solving plane Laplace equation by the use of BEM.
    用边界元方法求解平面拉普拉斯方程时必须计算两个矩阵。
  • 7·The laplace-transform method is only applicable to the frequency domain analysis for linear circuits.
    拉普拉斯变换法只适用于线性电路的频域分析。
  • 8·Finally, by applying Laplace numerical inversion technique the solutions in time domain can be obtained.
    最后应用拉普拉斯数值反演技术得到时间域的解。
  • 9·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。
  • 10·This paper presents the solutions in Laplace space derived by point-source function and Green's function.
    首先用点源函数和格林函数法,推导出拉普拉斯空间线源解。
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