![Carnegie Institution of Washington publication. . Fig. 96. Fig. 97. is called the three-dimensional divergence or simply the divergence of the vector A 2da 2s (d) A- A SA . A I Carnegie Institution of Washington publication. . Fig. 96. Fig. 97. is called the three-dimensional divergence or simply the divergence of the vector A 2da 2s (d) A- A SA . A I](https://c8.alamy.com/comp/RFRR8W/carnegie-institution-of-washington-publication-fig-96-fig-97-is-called-the-three-dimensional-divergence-or-simply-the-divergence-of-the-vector-a-2da-2s-d-a-a-sa-a-i-div-a-=-a-y-2s-da-as-we-can-now-write-each-term-in-the-second-member-of-equation-b-in-the-form-div-a-dr-this-second-member-takes-the-form-of-a-sum-extended-to-all-the-elements-of-volume-dr-i-e-the-form-of-a-volume-integral-we-thus-get-the-important-formula-e-or-in-words-j-a-nda-=-j-div-a-dx-the-integral-of-the-normal-component-of-a-vector-taken-over-a-closed-surface-is-equal-to-the-volume-integral-of-t-RFRR8W.jpg)
Carnegie Institution of Washington publication. . Fig. 96. Fig. 97. is called the three-dimensional divergence or simply the divergence of the vector A 2da 2s (d) A- A SA . A I
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