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单词 integral vector
释义
integral vector
  • 简明释义
  • 积分矢量
  • 网络释义
短语
  • 双语例句
  • 1
    OK, and that surface integral, well, it's not for the same vector field.
    这个曲面积分,不是同一个向量场。
  • 2
    OK, so, we've seen that if we have a vector field defined in a simply connected region, and its curl is zero, then it's a gradient field, and the line integral is path independent.
    一个向量场,如果定义在单连通区域并且旋度为零,那么它就是一个梯度场,并且其上的线积分与路径无关。
  • 3
    So, in both cases, we need the vector field to be defined not only, I mean, the left hand side makes sense if a vector field is just defined on the curve because it's just a line integral on c.
    了解这两种表述后,我们不仅需要向量场,就是左边这里,这是曲线c上的线积分,向量场在曲线上有定义。
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更新时间:2025/2/14 22:37:51