英语词汇fractional derivative怎么读，是什么意思，单词翻译、读音、固定搭配用法和短语词组及例句-英汉双解词典

单词

fractional derivative

释义

fractional derivative

简明释义

分数阶导数：一种广义的导数概念，用于描述函数在某一点的局部性质，其阶数可以是实数或复数。

网络释义

1
?分数导数
文章详细信息关键词： 分数导数;;粘弹性;;动力响应;;多孔介质;;不可压 [gap=956]Keywords: fractional derivative;viscoelasticity;dynamic response;porous medium;incompressible
2
?分数阶导数
分数阶导数双边空间微分方程的显式差分解法 Keywords: Fractional Derivative; Explicit Methods; Stability; Convergence; Error Estimates [gap=254]关键词： 分数阶导数；显格式；稳定性；收敛性；误差估...

短语

1
Riesz fractional derivative
Riesz分数阶导数
2
fractional derivative model
分数阶导数
3
space fractional derivative
空间分数阶导数

双语例句

1
It is important to note that the classical definition of fractional derivative in Eq.
但必须注意的是，经典的定义，分数导数在情商。
2
The equivalent linear viscous damping system for the viscoelastic fractional derivative model is discussed here.
这里的粘弹性分数导数模型的等效线性粘性阻尼系统进行了讨论。
3
Result shows that fractional derivative model describes viscoelastic mechanical of rocks precisely and has a wide application.
结果表明，分数导数本构模型在描述岩体粘弹性力学行为方面具有建模精确，应用范围广等优点。

随便看

英汉双解词典包含3185865条英汉词条，基本涵盖了全部常用单词的翻译及用法，是英语学习的有利工具。

单词	fractional derivative
释义	fractional derivative 简明释义分数阶导数：一种广义的导数概念，用于描述函数在某一点的局部性质，其阶数可以是实数或复数。网络释义 1 ?分数导数文章详细信息关键词：分数导数;;粘弹性;;动力响应;;多孔介质;;不可压 [gap=956]Keywords: fractional derivative;viscoelasticity;dynamic response;porous medium;incompressible 2 ?分数阶导数分数阶导数双边空间微分方程的显式差分解法 Keywords: Fractional Derivative; Explicit Methods; Stability; Convergence; Error Estimates [gap=254]关键词：分数阶导数；显格式；稳定性；收敛性；误差估... 短语 1 Riesz fractional derivative Riesz分数阶导数 2 fractional derivative model 分数阶导数 3 space fractional derivative 空间分数阶导数双语例句 1 It is important to note that the classical definition of fractional derivative in Eq. 但必须注意的是，经典的定义，分数导数在情商。 2 The equivalent linear viscous damping system for the viscoelastic fractional derivative model is discussed here. 这里的粘弹性分数导数模型的等效线性粘性阻尼系统进行了讨论。 3 Result shows that fractional derivative model describes viscoelastic mechanical of rocks precisely and has a wide application. 结果表明，分数导数本构模型在描述岩体粘弹性力学行为方面具有建模精确，应用范围广等优点。
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