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An electric flux always flows a positive charge and passes to a negative charge. This
can be expressed mathematically by the divergence Equation of an electric flux. This law
is also known as Gauss’s law for electric fields.Magnetic flux, however, is always a circulating
flux with no starting or end point. This characteristic is described by the divergence.-An electric flux always flows a positive charge and passes to a negative charge. This
can be expressed mathematically by the divergence Equation of an electric flux. This law
is also known as Gauss’s law for electric fields.Magnetic flux, however, is always a circulating
flux with no starting or end point. This characteristic is described by the divergence.
can be expressed mathematically by the divergence Equation of an electric flux. This law
is also known as Gauss’s law for electric fields.Magnetic flux, however, is always a circulating
flux with no starting or end point. This characteristic is described by the divergence.-An electric flux always flows a positive charge and passes to a negative charge. This
can be expressed mathematically by the divergence Equation of an electric flux. This law
is also known as Gauss’s law for electric fields.Magnetic flux, however, is always a circulating
flux with no starting or end point. This characteristic is described by the divergence.
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