Let Û : G + R3 be a vector field of unit vectors. Show that curl(A x Û). Û = Ā Ū div(Ū) and conclude that Х À = Ā û ) Ā
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Let Û : G + R3 be a vector field of unit vectors. Show that curl(A x Û). Û = Ā Ū div(Ū) and conclude that Х À = Ā û ) Ā
Let Û : G + R3 be a vector field of unit vectors. Show that curl(A x Û). Û = Ā Ū div(Ū) and conclude that Х À = Ā û ) Ā - în div(Û) DS; = A. T = S/ A. Ū divû) ds = Jl . ) SI fi EST H = 1 X dr - = în divû) ds.
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