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partial derivative
偏导数:多元函数对其中一个变量求导数
常用释义
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基本释义
  • 偏导数:多元函数对其中一个变量求导数,而将其他变量视为常数的导数。
例句
  • 1·And that is an approximation for partial derivative.
    这就是偏导的近似值。
  • 2·OK, so that's the definition of a partial derivative.
    好的,那就是偏导数的定义。
  • 3·So, at that point, the partial derivative is zero with respect to x.
    因此这点上x的偏导为零。
  • 4·We will replace the partial derivative by an ordinary derivative.
    我们可用普通微商代替偏微商。
  • 5·Well, we have seen that it is given by the partial derivative f sub x.
    我们已经发现,它由f对x的偏导数给出。
  • 6·Its partial derivative equation is solved by alternating direction implicit algorithm.
    采用交替方向隐式算法求解偏微分方程。
  • 7·Somehow, when you have a partial derivative, you must resist the urge of simplifying things.
    当遇到偏导数时,一定记住,不能约分。
  • 8·We will be doing qualitative questions sin like what is the sine of a partial derivative.
    会有一些定性的问题,比如说。
  • 9·The numerical partial derivative is introduced to simplify the GPS network adjustment model.
    采用数值微商求偏导数的方法,从而使GPS网平差的计算模型非常简洁。
  • 10·That was this symbolic vector operator in which the components are the partial derivative operators.
    这个是符号化的向量算子,其中它的分量是偏微分算子。