- #1
PhiowPhi
- 203
- 8
If a capacitor is being discharged and the electric field is varying with time producing the displacement currents, wouldn't it be possible to align a time-varying external magnetic field with the magnetic field produced by the displacement currents to increase the discharge rate? Or the vice-versa slow down the discharge rate?
$$B_{Net} = \Delta B_d + \Delta B_{ext} ∴ \uparrow t_d $$
$$B_{Net} = \Delta B_d - \Delta B_{ext} ∴ \downarrow t_d $$
Where,
##t_d##: The discharge time.
##B_{Net}## : The net magnetic field within the separation region.
From Ampere's law it seems plausible:
$$\oint_C {Bd\ell = \mu _0 I_C }$$
$$B_{Net} = \Delta B_d + \Delta B_{ext} ∴ \uparrow t_d $$
$$B_{Net} = \Delta B_d - \Delta B_{ext} ∴ \downarrow t_d $$
Where,
##t_d##: The discharge time.
##B_{Net}## : The net magnetic field within the separation region.
From Ampere's law it seems plausible:
$$\oint_C {Bd\ell = \mu _0 I_C }$$