The force on the charges due to the combination of the electric and the magnetic field is We can mathematically represent the unit of the magnetic field by writing all the quantities in dimension format. The magnetic field is defined as the force exerted on a charged particle in presence of a magnetic field by the velocity and the magnetic flux through the particle and accordingly, the dimension of the magnetic field is based on the dimensions of these quantities. The dimension of the magnetic flux can be determined by knowing the dimension of the magnetic field and the area through which the magnetic flux lines are penetrating. The dimension is the mathematical way to express the units of the measurable quantity in a simple figure. Magnetic flux density is a ratio of magnetic flux by the cross-sectional area through which the flux lines penetrate. Hence, the magnetic flux density becomes the magnetic flux through the unit surface area. The magnetic flux can be calculated by finding the total flux through the conducting material and the area of the material through which the magnetic flux is penetrating through the surface. The magnetic flux density is defined as the total number of magnetic flux lines penetrating through the unit surface area of a material. The magnetic flux is denoted as the product of the magnetic field in which the material is placed and the area through which the magnetic flux is penetrating and given by the relation as How to Find Magnetic Flux Density? In this article, we shall see how to find magnetic flux through the single loop and the current carrying conductor with a number of turns.
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