A region in space is bounded by a gaussian surface that contains no charge. will the electric field be zero at all times everywhere on this surface? why or why not?
Answers
Answer:
perhaps inside the material is answer
Answer:
A Gaussian surface cannot have charge.
Explanation:
Gauss' law states that if a closed surface has no charge, the electric field must vanish everywhere on the surface. As in #1, the field can still come from outside sources, thus while the integral must vanish, an E-field can still exist on the surface. The angle between electric field intensity and area normal is always '90@' for any type of Gaussian surface chosen inside the range of a uniform electric field. As a result, the electric flux associated with the chosen Gaussian surface is equal to zero.
A Gaussian surface cannot have charge.
Gauss' law states that if no charge is enclosed by a closed surface, the total electric flux across the surface is zero.
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