What could be the equation for Gauss's law of magnetism, if a monopole of polestrength is enclosed by a surface ?
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Gauss’s Law of Magnetic Field is the state in which no magnetic monopoles exist and the total of the flux through a closed surface must be zero.
Hence the integral equation of such magnetic field will be: integration of b.da
= 0
Where the differential equation of such magnetic field will be
Integration by v of (delta f) dv = integration of s f.da
0 = integration of b.da = integration by v of delta b dv
Hence, delta b = 0
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Answer:
The Gauss magnetic field state that a net magnetic flux through a closed Gaussian surfaces is zero.
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