zero divergence field [数] 零散度场
wet Q vector divergence field 湿Q矢量散度场
retrieval of divergence field 散度场反演
water vapour divergence field 水汽散度场
convergence or divergence field 辐合辐散场
divergence of vector field 向量场的散度 ; 矢量场的散度
divergence of tensor field 张量场的散度
divergence of field 场的散度
divergence of magnetic field 磁场的散度 ; 磁场散度
So, what's the physical interpretation of a divergence field?
散度场的物理解释是什么？
So, the divergence theorem gives us a way to compute the flux of a vector field for a closed surface.
散度定理为我们提供了一种，计算向量场通过闭曲面的通量的方法。
If you take a vector field that is a constant vector field where everything just translates then there is no divergence involved because the derivatives will be zero.
如果取的向量场是处处恒定的，所有点都是平移关系，所以没有散度，因为导数为零。
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