Can the divergence of a magnetic field be non zero?

Divergence of magnetic field is zero everywhere because if it is not it would mean that a monopole is there since field can converge to or diverge from monopole. But magnetic monopole doesn’t exist in space. So its divergence is zero everywhere.

Why is the magnetic field of zero always divergence?

Answers. Divergence of magnetic field is zero everywhere because if it is not it would mean that a monopole is there since field can converge to or diverge from monopole. But magnetic monopole doesn’t exist in space.

Why does the Gauss’s law of magnetism say that there exists no magnetic monopole?

Discoverers of the law Gauss’s law for magnetism simply describes one physical phenomena that a magnetic monopole does not exist in reality. Because a small current ring always generates an equivalent magnetic dipole, there is no way of generating a free magnetic charge.

What does the divergence of B being zero mean?

It states that the magnetic field B has divergence equal to zero, in other words, that it is a solenoidal vector field. It is equivalent to the statement that magnetic monopoles do not exist. Rather than “magnetic charges”, the basic entity for magnetism is the magnetic dipole.

Which Maxwell’s equations describe that magnetic monopole does not exist?

Gauss’s law for magnetism, one of Maxwell’s equations, is the mathematical statement that magnetic monopoles do not exist.

What is the significance of the statement that the divergence of magnetic flux density is zero?

It’s like a statement that there are no magnetic monopolies. Magnetic fields are generated by currents (moving charges) or changing electric fields, but magnetic flux lines always circulate in closed loops; they do not have any start points or end points, therefore the divergence is everywhere zero.

What is the value of divergence of a magnetic field?

Because Magnetic field lines form closed loops and hence divergence is zero.

What is the value of divergence of a magnetic field what is its physical significance?

is variously known as “nabla” or “del.” The physical significance of the divergence of a vector field is the rate at which “density” exits a given region of space.

Which of the Maxwell equation indicates the absence of magnetic monopoles?

There is one zero that is present in Maxwell’s Equations, which shows up in Gauss’ Magnetic Law. As you know, zero means the absence of something – that which does not exist. And this particular zero means that magnetic monopoles do not exist.

What are examples of paramagnetic materials?

Paramagnetic Materials: These are metals that are weakly attracted to magnets. They include aluminum, gold, and copper.

What Maxwell’s equation proves the non existence of magnetic monopole and how?

The Gauss law for magnetisim which is the equation establishes the non-existence of magnetic monopole.