![]() Vedantu provides NCERT Solutions, Topic-wise Explanations, Solved Sample Question Papers, Previous Year's Question Papers, Keynotes and Revision notes, Important Questions, Solved References like HC Verma, Lakhmir Singh, RD Sharma, Exemplar, RS Aggarwal and several others. Magnetic flux formula free#Vedantu is an online learning platform for all the students that provides free access to an online library of academic books and other learning material, micro-courses on several Important topics, foundation and crash courses for the preparation of various competitive engineering entrance exams. Weber is the SI derived unit of magnetic. = The SI unit and dimension of the magnetic flux. The magnetic field's magnitude is B and is a scalar product. These relations have multiple usages in electromagnetic induction.įor calculating the magnetic flux, we need to assume the field-line image of a magnet or the system of magnets.Ī rectangular plate of the area ‘A’ is placed under the influence of the perpendicular uniform magnetic field (Θ = 90⁰). The total credit regarding the concept of magnetic flux goes to Michael Faraday as he played an important role in accumulating all the relations in electromagnetism. It helped him to get the relation due to the modes of experiments that were performed by him on electromagnetic induction. Sir Michael Faraday explained a perfect mathematical relation for clarifying the magnetic flux. We concluded that is the dimensional formula of Magnetic Field-(6)īy replacing the equation (6) in equation (1) we achieve, If we replace the equations (3), (4) and (5) in equation (2) we acquire,įorce × Charge×Velocity (Charge×Velocity) -1 = Magnetic Field ∴ is the dimensional formula of electric charge-(4) ⇒ = the dimensional formula of velocity-(3) ∴ Force × ElectricCharge×Velocity (ElectricCharge×Velocity) -1 = Magnetic Field-(2) = the dimensional formula of areaĮlectric Charge × Magnetic Field × Velocity = Force Θ = Angle between the normal to the surface and magnetic field Let’s have just derived the dimension of magnetic flux is the dimensional formula of magnetic flux density It is the force applying over unit current per unit length on a wire kept at the right angle to the magnetic field. The definition of the magnetic flux density (B) is explained below. The measurement of the magnetic flux density is in Webers per square metre. There is a relation between the flux density (B), and the magnetic field (H). The quantity of magnetic flux via unit area is considered as perpendicular to the direction of magnetic flux, known as the magnetic flux density. The magnetic flux density is a different measure as compared to the magnetic flux of the body. The dimensional formula of Magnetic Flux can be represented as In this case, we can consider the area of any size, as well as its orientation, independent according to the direction of the magnetic field. The magnetic flux deals with the calculation of the total amount of magnetic field that is passing through the body’s surface. Otherwise, it can be stated as the amount of magnetic field lines transient through a specified closed superficial. In simple terms, the magnetic flux is defined as the measurement of the sum of the magnetic field which travels through a selected area. Wb or Weber is the SI unit of magnetic flux. Maxwell is the centimetre–gram–second (CGS) system of the unit for magnetic flux. The symbol which is used to denote the magnetic flux is ‘Φ’ or ‘Φ B ’. The magnetic flux is the surface-integral of the usual component of the magnetic field (B), which moves through that surface. Let’s just define the magnetic flux over an external part (surface) of the body. Electromagnetism is also among the subdivisions of the physics unit, which deals with the studying and analysis of the magnetic field caused by the electric field for many other reasons. ![]()
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