- #1
laplacianZero
- 23
- 1
Let's assume the vector field is NOT a gradient field.
Are there any restrictions on what the curl of this vector field can be?
If so, how can I determine a given curl of a vector field can NEVER be a particular vector function?
Are there any restrictions on what the curl of this vector field can be?
If so, how can I determine a given curl of a vector field can NEVER be a particular vector function?