- #36
artis
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- 976
Your last post was unclear to me at first but then on a second though are you trying to tell me by the water analogy that at RF and microwave frequencies the cavity is nothing but a "tank" whose geometry and parameters allows for the wave to "slosh" aka resonate and that just as one cannot identify a spring and a mass in a resonating water tank one cannot identify the individual parts in a cavity unlike a traditional LC circuit formed from inductors and capacitors ?
Would I be better off as viewing the cavity as a special sort of waveguide whose geometry is such that the wave is like a standing wave just resonating back and forth between its two possible states (E field and B field) and due to the geometry the E field forms between the capacitor like plates while the B field forms when the charge runs back and forth through the torus in between the E field cycles?
So a modified waveguide would achieve the same resonance even at the same frequency as a RF cavity just the difference is that in a typical waveguide it would not be possible to isolate out the E field as homogeneous in an area big enough to do any useful work on passing charges ?
I hope I'm shooting in the correct direction.
Would I be better off as viewing the cavity as a special sort of waveguide whose geometry is such that the wave is like a standing wave just resonating back and forth between its two possible states (E field and B field) and due to the geometry the E field forms between the capacitor like plates while the B field forms when the charge runs back and forth through the torus in between the E field cycles?
So a modified waveguide would achieve the same resonance even at the same frequency as a RF cavity just the difference is that in a typical waveguide it would not be possible to isolate out the E field as homogeneous in an area big enough to do any useful work on passing charges ?
I hope I'm shooting in the correct direction.