From point charges, we can see that
Electric field (E) = integral of Voltage (V)
that is,
E = kq/r^2
V = kq/r
But when we look at voltage due to moving a charge a distance d, it seems to be the opposite
V = integral of E
that is,
V = Ed
To think of it differently, voltage is the area under a graph of E and d
So what's going on here?
Electric field (E) = integral of Voltage (V)
that is,
E = kq/r^2
V = kq/r
But when we look at voltage due to moving a charge a distance d, it seems to be the opposite
V = integral of E
that is,
V = Ed
To think of it differently, voltage is the area under a graph of E and d
So what's going on here?