Electrical Engineering - Magnetism and Electromagnetism - Discussion

Discussion Forum : Magnetism and Electromagnetism - General Questions (Q.No. 4)
4.
If the cross-sectional area of a magnetic field increases, but the flux remains the same, the flux density
increases
decreases
remains the same
doubles
Answer: Option
Explanation:
No answer description is available. Let's discuss.
Discussion:
10 comments Page 1 of 1.

Bien said:   4 years ago
The formula related to this question is B= flux/area.
as we put it in simple eq.
case 1:
flux= 1
area= 1
B= 1.

case 2:
flux= 1 (remain the same)
area= 2 (increases)
B= 0.5 (decreases).

Lalit said:   5 years ago
As, We all have seen that, flux density will get decrease but Flux = mmf/reluctance.

Flux = AT * N^2*A*miu/L

So we can see if area get Double then flux will also get double.

Now flux density = 2 * flux / 2 *Area.
So, flux density will remain the same.

Bharath said:   9 years ago
Flux density and cross sectional area are inversely proportional. How?
(1)

OMPRAKASH SINHA said:   10 years ago
If cross section area is increase then the flux is decrease.

Rani said:   1 decade ago
Area of cross section increased. That is inversely proportional to the flux density.

Prasad said:   1 decade ago
B = flex/area.
But as que flex same.

So B same.
How decrease?
(1)

ROBERT S MASHAURI said:   1 decade ago
So here the factor which affect the resistance is take place (the cross-section of wire area) if you decrease the resistance of wire the current is decrease.

Parmanand K Patel said:   1 decade ago
Apart from this, it is well known that density is inversely proportional to area. There fore increase in one will decrease another.

Raja gopal said:   1 decade ago
flux density = flux/area,web/m^2 so flux will decrease

Ankita jain said:   1 decade ago
If area is increases flux density will be decreases because they are inversely proportional to each other. B=flux/area.

Post your comments here:

Your comments will be displayed after verification.