摘要
对某些特殊函数的三重积分利用乙Ω乙f(x,y,z)dv=R2R1乙g(r)4πr2dr化为了定积分,结合例子说明其可以简化相应的计算。
By using the formula ∫∫∫Ωf（x,y,z）dv= ∫R2R1 g（r）4πr2dr, the tripe integrals of some specific functions can be reduced into the definite integral. Meanwhile, some examples are given to illustrate that the calculation of triple integral can be simplified.
出处
《科教文汇》
2014年第15期34-34,42,共2页
Journal of Science and Education
关键词
三重积分
定积分
球面坐标系
triple integral
definite integral
spherical coordinate system
