Is magnetic flux and magnetic flux density same?
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Is magnetic flux and magnetic flux density same?
– Magnetic flux is measured in webers, but magnetic flux density is measured in webers per square meter. – Magnetic flux density is the magnetic flux per unit area. – Magnetic flux over a closed surface is zero, while magnetic flux density over a closed surface is varying from point to point.
What is the difference between flux and magnetic flux?
The magnetic field and flux both are the properties of the magnet. The magnetic field is the area where moving charges experience the force, and the magnetic flux shows the number of magnetic lines of force pass through it.
What is the density of flux?
Magnetic Flux Density is amount of magnetic flux through unit area taken perpendicular to direction of magnetic flux. Flux Density (B) is related to Magnetic Field (H) by B=μH. It is measured in Webers per square meter equivalent to Teslas [T].
How do you calculate magnetic flux?
First,determine the magnetic field. Measure the strength of the magnetic field.
How do you calculate flux density?
The following formula expresses the flux density: Where Φ is the flux and A is the cross-sectional area in square meters (m2) of the magnetic field. The Gauss. Although the Tesla (T) is the SI unit for the unit for flux density, another unit is called the gauss, from the CGS (centimeter-gram-second) system, is sometimes used (104 gauss = 1 T).
What is the formula for magnetic flux?
The value of magnetic flux is a vector quantity and it depends on the direction of the magnetic field. The magnetic flux formula is given by, Where, B = magnetic field, A = surface area and. Θ = angle between the normal to the surface and magnetic field.
What is the formula for flux density?
Magnetic Flux Density formula. Its symbol is B, and its SI unit is the Tesla (T). One tesla equals one weber per square meter (WB/m 2 ). The following formula expresses the flux density: Where Φ is the flux and A is the cross-sectional area in square meters (m 2) of the magnetic field.