What is the formula of magnetic field (vector form)?
is this a vector @AravindG?
srryy.. B is magnetic flux dnsity and is a vector
B = μH, where B is the magnetic flux density, H is magnetic field density and μ is the permeability of the medium
\[mu i.dl*r/4pi |r^3|\]
it is a vector in the direction of dl(cross product)r
\[B=\frac{F}{qvsin \theta}\]
\[B=(mu0/4pi)*\int\limits_{a}^{b}(I*(dl X r ))/R*R\] here I is the current dl is the segment of the current element a,b are the limits of integration r is unit vector R is the distance of the point fro the current element
@krishnakumar123 @marco26 @cibychak @AravindG Do you guys have all the same answer? I also got an answer that's not in the form like anyone of you. I found it here: http://teacher.pas.rochester.edu/phy122/Lecture_Notes/Chapter23/Chapter23.html#Heading3 formula (23.2) Kindly check please. Thanks!
formula 23.2 relates to superposition of electric forces it is not related to the magnetic field.
@krishnakumar123 Is it related to the electric field? I'm so not into this topic but I have to figure it out. I'm sorry. The problem is I'm given two oppositely charged particle and one that is positive. I need to find the vector defining its movement.
The particles will move toward each other.So,the vector defining its movement will be the one that joins the centers of the two charges.So it should be { R1 vector - R2 vector },assuming the position vectors of the charges q1 ans q2 be R1 and R2 :)
Sorry sorry. I got my answer from 23.10 not 23.2 :) Kindly check again. And here's an illustration of what I'm trying to say: http://en.wikipedia.org/wiki/File:VFPt_charges_plus_minus_thumb.svg
I don't know what troubles you this much.if its a qualitative question just answer that the particles move along the vector joining the two charges.
If you have to write the vector,the answer is just r vector
It's an assignment. I have to write an equation.
if you are having two oppositely charged particles, then the magnitude of the force between them is \[F=(q1*q2)/(4*3.14*8.854e-12*r*r)\] and the force is a negative force and the two charges attract each other with this amount of force. The force may be visualized as|dw:1336116816118:dw| The negatively charged one is attracting the positive charge and by the newton's 3 rd law also due to the reaction, the negative charge move towards the positive charge.
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