Felici's law

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In physics, Felici's law allows you to calculate the net charge through a circuit configuration in which there's a current induced by a variable magnetic field (for example a conductor coil immersed in a variable magnetic field). With this law it's possible to calculate net charge in a period using initial and final flux.

q(t) = {1 \over \mathrm{R}} [\Phi_a(t) - \Phi_b(t)]

[edit] Demonstration

q(t) = \int_a^b i(t)dt  = {1 \over \mathrm{R}}\int_a^b {\varepsilon}(t)dt = {1 \over \mathrm{R}} [\Phi_a(t) - \Phi_b(t)]


Remember that {\varepsilon}(t)=- {d\Phi(t) \over dt}