And, surface integrals, we know also how to evaluate.
对于曲面积分，也已经知道如何计算。
And this is finally where I have left the world of surface integrals to go back to a usual double integral.
也就是最终要摆脱曲面积分，回到常规的二重积分。
A calculating formula for surface integrals under orthogonal transformation of space coordinates is given.
给出曲面积分在空间坐标的正交变换下的一个计算公式。
After spending a lot of time telling you how to compute surface integrals, now I am going to try to tell you how to avoid computing them.
在我花了这么多时间来告诉你们，如何计算曲面积分之后，我打算告诉你们，如何避免计算它们。
Green's theorem and applications, triple integrals, line and surface integrals in space, Divergence theorem, Stokes' theorem; applications.
格林定理及其应用、三重积分、空间中的线积分和面积分、散度定理、斯托克斯定理应用。
To understand the meaning of the remaining surface integrals in (5. 9. 22) we first investigate the solution corresponding to a doublet source.
为了理解(5.9.22)中其余那些曲面积分的意义，我们首先考察对应于偶源的解。
Doing area surface and volume integrals.
作面积分和体积分。
This paper gives the general description of the definition of curve, curved surface and triple integrals, and derives a theorem on simplified integration by using their symmetry property.
本文给出了线、面、体积分定义的一般描述，并导出了利用对称性简化积分计算的定理。
This paper gives the general description of the definition of curve, curved surface and triple integrals, and derives a theorem on simplified integration by using their symmetry property.
本文给出了线、面、体积分定义的一般描述，并导出了利用对称性简化积分计算的定理。
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