节点文献
球面坐标系中三重积分体积微元的分析
Analysis of Triple Integral Volume Calculus in Spherical Coordinate System
【摘要】 三重积分是高等数学教学中的一个重要知识点,特别是球面坐标系下的三重积分的计算.球面坐标系下三重积分的一个教学难点是如何清晰直观的理解体积微元.不同于坐标变换这种抽象的理论分析方式,从体积增量的角度出发,并通过MATLAB绘图,直观形象地给出球面坐标系下三重积分体积微元公式的分析过程.
【Abstract】 Triple integral is an important knowledge point in higher mathematics teaching, especially the calculation of triple integral in spherical coordinate system. One of the teaching difficulties of triple integral in spherical coordinate system is how to understand volume calculus clearly and intuitively. Different from the abstract theoretical analysis method of coordinate transformation, the analysis process of triple integral volume differential formula in spherical coordinate system is given intuitively and vividly from the perspective of volume increment and MATLAB drawing.
- 【文献出处】 大学数学 ,College Mathematics , 编辑部邮箱 ,2023年05期
- 【分类号】O172.2
- 【下载频次】12