...ausgeübt, ist dem Betrage der vom Drahte bei seiner Bewegung durchschnittenen Kraftlinien proportional.« In diesem Sinne ist der allgemeine von Faraday in...quantity of electricity thrown into a current is directly äs the amount of curves intersected, « aufzufassen. Zugleich aber leuchtet ein, dafs sein Ausdruck...

...proportionate to the time ; and also to the velocity of motion. 3115, They also prove, generally, that the quantity of electricity thrown into a current is directly as the amount of curves intersected. 3116. In addition to these results, this method of investigation gives much insight into the internal...

...current of Electricity produced is proportionate to the time and to the velocity of the motion. " That the quantity of Electricity thrown into a current is directly as the amount of curves intersected." It also appeared from the experiments, that there exist lines of force within the magnet of the same...

...or another, it sums up the amount of the forces represented by the lines it has crossed," so that " the quantity of electricity thrown into a current is directly as the number of curves intersected."f The induced electromotive force is, in fact, simply proportional to...

...direction or another, it sums up the amount of the forces represented by the lines it has crossed," so that ''the quantity of electricity thrown into a current is directly as the number of curves intersected." Faraday also suggested that the particles of an insulating dielectric...

...direction or another, it sums up the amount of the forces represented by the lines it has crossed . . . the quantity of electricity thrown into a current is directly as the number of curves intersected.' 2 Using the notation of the calculus, we should say : dN e= -~dt' where...

...direction or another, it sums up the amount of the forces represented by the lines it has crossed . . . the quantity of electricity thrown into a current is directly as the number of curves intersected.' a Using the notation of the calculus, we should say : dN where e is...

...direction or another, it sums up the amount of the forces represented by the lines it has crossed." " The quantity of electricity thrown into a current is directly as the number of curves intersected." Suppose, now, that instead of having as our circuit a single turn of...

...moved and the magnet held still, or vice versa. Perhaps most important, he was able to claim "that the quantity of electricity thrown into a current is directly as the amount of curves intersected" (^3115). Faraday was now ready to make stronger claims about the physical reality of the lines offerce....

...with it. In these terms he could give a quantitative formulation of his electromagnetic induction law: 'The quantity of electricity thrown into a current is directly as the amount of curves intersected.' The unit lines of force also reflected a basic property of the magnetic field, which Maxwell later...