integrals

英 [ˈɪntɪgrəlz]

美 [ˈɪntəgrəlz]

网络  积分

计算机

双语例句

• OK, so I proved that my two line integrals along C1 and C2 are equal.
  我证出了分别沿着C1和C2的两个线积分是相等的。
• The difference equations derived will now contain integrals with respect to time because of the convolutions involved.
  由于包含卷积，所推导的差分方程包括对时间的积分。
• The exact formulae of domain singular integrals for loads in polynomial form are given.
  对多项式荷载给出了域奇异积分的正确公式。
• Let's move on to work and line integrals.
  下面我们来复习功和线积分。
• OK, so triple integrals over a region in space, we integrate a scalar quantity, dV.
  那么在一个空间上的区域的三重积分，对标量dV做积分。
• So, it's much better to set up these integrals in spherical coordinates.
  所以球坐标的优势就显现出来了。
• In a few weeks, we will be triple integrals.
  几个星期后，我们会学习三重积分。
• Comparison Between Riemann Integral and Lebesgue Integral; Numerical integration of ordinary integrals and line integrals.
  Riemann积分与Lebesgue积分之比较一般的积分以及线积分的数值积分。
• And, of course, we know also how to set up these integrals in polar coordinates.
  当然，我们也知道，怎样用极坐标来计算这些积分。
• Other kinds of integrals we have seen are triple integrals.
  我们学过的另一种积分是三重积分。