曲线积分在曲面积分中的运用探讨

Application of Curve Integral in Surface Integral

结合高等数学中曲线积分和曲面积分的定义,本文对曲线积分转化为曲面积分的定理进行了分析,并结合实例对曲线积分在曲面积分中的运用问题展开了探讨,发现采用转化思想进行曲面积分问题的简化,可以轻松完成问题的求解。

Combined with the definition of curve integral and surface integral in higher mathematics, this paper analyzes the theorem that curve integral transforms into surface integral, and discusses the application of curve integral in surface integral. It is found that it is easy to solve the problem by simplifying the problem of stride area.