Skip to main content

Relation between B and H in magnetic field


The flux density B =Φ/A

magnetising force H.

Thus greater the magnetising force H, greater will be the magnetic



H = constant = 4 π x 10-⁷

flux density produced in the mate


Thus in a vacuum, air or non-magnetic material the ratio B/H is constant.


This constant is called the permeability of free space or magnetic space constant 

It is denoted by μ0


Its unit is Henry/metre (H/m)


μ0=B/H  = 4π × 10-⁷


B = μoH 

 It was Relation between B and H in magnetic field 


Comments

Popular posts from this blog

What is two transistor model of scr ? Explain SCR

  Power electronics Two Transistor Model of SCR full explain and pdf. Basic operating principle of SCR, can easily be understood by the two transistor model of SCR , as it is a combination of p and n layers. This is a pnpn thyristor. If we bisect it through the dotted line then we will get two transistors i.e. one pnp transistor with J 1 and J 2 junctions and another is with J 2 and J 3 junctions as shown in figure below. The relation between the collector current and emitter current is shown below Here, I C is collector current, I E is emitter current, I CBO is forward leakage current, α is common base forward current gain and relationship between I C and I B is Where, I B is base current and β is common emitter forward current gain. Let’s for transistor T 1 this relation holds And that for transistor T 2 Now, by the analysis of two transistors model we can get anode current, From equation (i) and (ii), we get, If applied gate current is I g then cathode current will b...

Addition of vector :- electromagnetic fields , review of vector

 Explain about addition of vector. Consider two coplanar vectors as shown in the fig The vectors which lie in the same plane are called coplanar vectors. Let us find the sum of these two vectors Ā and B The procedure is to move one of the two vectors parallel to itself at the tip of the other vector. Thus move Ā  parallel to itself at the tip of B. Then join tip of A moved, to the origin. This vector represents resultant which is the addition of the two vectors A and B. This is shown in the Fig. 1.4.2. Let us denote this resultant as then It must be remembered that the direction of C is from origin O to the tip of the vector moved. Another point which can be noticed that if B is moved parallel to itself at the tip of A, we get the same resultant C Thus, the order of the addition is not important. The addition of vectors obeys the commutative law ie. A+B=B+A. Another method of performing the addition of vectors is the parallelogram rule. Complete the parallelogram as shown in t...

regula falsi, method / false position method / explain

regula falsi ,   method of false position , or   false position method   In   mathematics , the   regula falsi ,   method of false position , or   false position method   is a very old method for solving an equation with one unknown; this method, in modified form, is still in use. In simple terms, the method is the   trial and error   technique of using test ("false") values for the variable and then adjusting the test value according to the outcome. This is sometimes also referred to as "guess and check". Versions of the method predate the advent of   algebra   and the use of   equations . As an example, consider problem 26 in the  Rhind papyrus , which asks for a solution of (written in modern notation) the equation  x  +  x /4 = 15 . This is solved by false position. [1]  First, guess that  x  = 4  to obtain, on the left,  4 + 4/4 = 5 . This guess is a good choice since it pr...