Still there's an ambiguity regarding the physical interpretation of vector potential. Like, electric potential can be explained via drawing circles around a point charge or lines in the region between plates of a capacitor with the characteristics that such circles or lines will always be perpendicular to the electric field. How about vector potential? How can we draw them to know the physical insight of the crux point?
great lecture, professor.
And thanks in advance. For solving such beautiful examples.
do you have a video explaining boundary conditions to find magnetic fields?
Still there's an ambiguity regarding the physical interpretation of vector potential. Like, electric potential can be explained via drawing circles around a point charge or lines in the region between plates of a capacitor with the characteristics that such circles or lines will always be perpendicular to the electric field. How about vector potential? How can we draw them to know the physical insight of the crux point?
Nic sir.. I have one doubt.. In the last example how you.. Show direction of magnetic field.. I.e. X positive or negative
Respected sir divergence of A (r)
Mean vector potential .
Is zero? How can i prove it.?? Kindly reply sir.
Why can we say that the s (radial) component of A (potential) is zero?
Thanks sir
dear sir
i dont understand about the expression yoju wrote..." A = B L " from where does we can write that vector potential is b times l ?
(d/dx x^ +d/dy y^ + d/dz z^) × A=B
If we see in one direction only thn it's
(d/dx)× A=B see the dimensions now