- #1
Domenico94
- 130
- 6
Hi everyone...I'm just looking nmr schemes, and magnets, and, at the same time, studying Physics II and electromagnetic fields at my faculty of electronics engineering. I know this may sound like a "dumb" question, and I don't want to sound like councited or similar stuff, but I was just asking myself, why, when people design magnets, especially for NMR (which requires a very strong magnetic field), they don't just exploit the 4 th maxwell equation, according to which the rotor of the magnetic field, is equal to the current density, plus the DERIVATIVE of the electric field, in time.
If we woud use an increasing electric field (in any way possible), with a quantity, say:
E(t) = (1,5)*t
The slope would be 1,5 which, at least IN THEORY, would be equal to the magnetic field created by the magnet.
So, my curiosity, was, of course it wouldn't work, because scientists would have thought to such a "naive" solution, but why doesn't it work? Does magnetic field in that case reach some level of "saturation", which we can not go beyond, or is it just for some other reason? Any answer is well accepted :)
If we woud use an increasing electric field (in any way possible), with a quantity, say:
E(t) = (1,5)*t
The slope would be 1,5 which, at least IN THEORY, would be equal to the magnetic field created by the magnet.
So, my curiosity, was, of course it wouldn't work, because scientists would have thought to such a "naive" solution, but why doesn't it work? Does magnetic field in that case reach some level of "saturation", which we can not go beyond, or is it just for some other reason? Any answer is well accepted :)
Last edited: