find
the electric fluse through area
of
2 m²
in electric field of 200 v/m. The
angle between electric field and normal to area
is 60° .
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Answer:
By definition, the flux of the constant field throug some area is:
\Phi =ES\cos \thetaΦ=EScosθ
where E = 200V/mE=200V/m is the electric field, S = 2m^2S=2m
2
is the area, and \theta = 60\degreeθ=60° is the angle between electric field and normal to area. Thus, obtain:
\Phi = 200\cdot 2\cdot \cos 60\degree = 200V\cdot mΦ=200⋅2⋅cos60°=200V⋅m
Answer. 200 V*m.
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