Differential form of Gauss's law in magneto
statics is
the following is the expression for
Answers
Answer:
Gauss's law in magneto statics states that the surface integration of magnetic field over a closed surface is zero. Its differential form is: div B =0. Explanation: In vacuum or free space, there is no charge or current.
Explanation:
Gauss’s law in magneto statics states that the surface integration of magnetic field over a closed surface is zero. Its differential form is: div B = 0.
The integral form of Gauss’ Law states that the magnetic flux through a closed surface is zero. In mathematical form:
∫ B. ds =0
where, B is magnetic flux density
using the Divergence Theorem, which in the present case may be written Where V is the mathematical volume bounded by the closed surface S. The only way this is possible is if the integrand is everywhere equal to zero. We conclude:
