Question B.1: Calculate the divergence of F = xi + yj + zk.
Calculate the divergence of
F = x\hat{i}+ y\hat{j}+ z\hat{k} .
\nabla \cdot \underline{F}=\frac{∂}{∂x}(x)+ \frac{∂}{∂y}(y)+\frac{∂}{∂z}(z)=1+1+1=3 .
This is the vector field shown on the left om Figure B.1. Its divergence is constant everywhere.
Related Answered Questions
Question: B.3
Verified Answer:
\nabla \times \underline{H}= \left | \begi...
Question: B.2
Verified Answer:
\nabla \times \underline{F}= \left | \begi...