OK, Here's a few numbers on the coiled wire thingee mentioned in this thread:
For purposes of keeping things simpler, I'll use values from an one-inch air core, with multiple stacked layers. If we were to use the 2" wire coils wrapped one after another, this would create a single-layer coil, from which a tremendously long length would be needed in order to develope enough X [Reactance].
So on to the figures!! Yippee!!
For a perfect layer coil, using 1" air core:
X [total Reactance] = 1.2 Ohms for 100 amps @ 120 VAC.
L [Inductance, in milli henrys "mh"] for 1.2 Ohms X = <4.0 mh - so I'll use the rounded figure of 4.0 mh
4.0 mh winding calcs for 1" perfect layer air-core coil = 20 wraps [winds], 30 layers [stacks].
These figures are only FYIs and "What-if's", since the high amperage flowing in the 4 mh coil with 120 VAC applied, will create such a high heat, there will be quite a bit more X involved from the added Resistance and Inductance. That might drop the total I down to 80 amps.
Lastly, the perfect layer calcs use varnished conductors for tight proximities in the windings and layers. Insulated conductors might affect the overall winding calc.
Also, the larger size of conductors required to pass >80 amps continuous would alter the total calc. All alterations would influence the calcs to require more windings than shown here.
Scott SET