NPR made a really awesome visualization of the United States grid (http://www.npr.org/templates/story/story.php?storyId=1109973...) that shows the lines used to transmit power from generating sources.
The weight of the conductor is a big problem for long runs of power lines so if you double the AC voltage the weight of the conductor can decrease by 25%. DC over 1500 V isn't really possible/efficient (some limit of generators) but AC can be many hundreds of thousands of volts.
It appears some of my electronics training is sinking in, I put it to good use!
The true power of AC is the fact that the energy is transmitted through the electric and magnetic fields (Poynting vector). DC needs to push everything down a little copper tube. When you start oscillating things though, the effective area of your conductor increases greatly (you start using the air as a transmission medium). This is why you can do things like this (http://hacknmod.com/hack/field-of-fluorescent-tubes-powered-...).
I understand what you're saying about AC creating an emf and pushing itself through a conductor via magnetism and frequency. The skin effect would play a big role in this too. As I say I'm still new to this, I know enough to be dangerous.
Here's the exact quote in case you are interested:
"The weight of a conductor required to transmit a given amount of power a given distance with a fixed loss varies inversely as the square of the transmission voltage."
Power's given as: P = V^2 * R R is given as: R = rhoL/(pir^2) Substituting: and clumping constants: P = (V^2 / r^2) * (rho*L/pi) Weight is proportional to r^2, we can see that voltage and weight are inverses of one another, and increasing the voltage for a fixed amount of power decreases the radius necessary to transmit it, decreasing the weight.
I really wish I still had my lecture notes about the energy flow through free space, this is the best I could find online - http://amasci.com/elect/poynt/poynt.html.
Anyway, DC current is still mostly a magnetic interaction. Actual electrons rarely get above a few cm/s.
High-voltage DC uses voltages in the hundreds of kV. It is also the most efficient way of sending serious amounts of power over long distances (even before superconductors). Just as required cable thickness decreases with AC voltage, it has to increase with current. HVDC gives allows for smaller cabling.
Superconductivity will change all of that (maybe in a 100 years or so since existing power infrastructure is worth hundreds of billions if not trillions and is a pain to replace).
On a global scale, with no transmission loss, Egypt could use the Sahara to export solar energy to Japan.
EDIT: ok, nevermind, it won't.
http://en.wikipedia.org/wiki/Magnetic_levitation http://en.wikipedia.org/wiki/Earnshaw%27s_theorem
Consider that r= (rho * L / A), and that you need a ~4nm tantalum sheath around copper wire to keep it from poisoning silicon. What happens to r when the width starts getting really small? 40nm - (4 + 4) = 32nm, 10nm - (4+4) = 2nm, so for a 4x process shrink we've seen a 16x reduction in area assuming height remains constant and that the cross section of the wire is roughly rectangular (neither of those assumptions is perfect).
So yes, superconductors would be nice.
The nice thing about CMOS is that you only need to flow current when switching them (at other times current is blocked by an "OFF" transistor somewhere in the logic), so resistance doesn't matter as much as it would for a motor or a light.
Easy long distance power transmission might also help with renewables (think large solar plants in the Sahara or New Mexico with superconducting lines to bring the power without loss to where we want it)
So maybe we'd get a new type of battery if we have room temp superconductors. I haven't been able to find any power density figures on such a device though, so I'm not sure if it would be an improvement over Lion batteries. Anyone know?
They're currently used to regulate power grids from unexpected load changes. Superconductors are good at absorbing and releasing large amounts of power very quickly (since there's no resistance), so they are ideal for situations like this.
There is a still a big energy cost in cooling these things though.
With superconducting coil, you could make a very small but infinitely powerful electric motor.
If they are there would be a lot of applications on that front as well.
A superconducting wine glass that fits onto a superconducting cold spot on the table. Or a superconducting sleeping bag for those hot mosquito nights. (The sleeping bag also levitates on magnetic lines so you can sleep on air.)
http://en.wikipedia.org/wiki/Mosquito_net works pretty well...
But in a superconductor, the conduction electrons are bonded to each other by quantum mechanics magic. It takes a lot of energy to break one loose, more than you can get from heat. In fact, if the material was hot enough to scatter many of the electrons (the critical temperature), it would stop superconducting. Basically, superconding electrons are a perfect mirror for heat.
I have some hope for composite materials made with superconductors. Long nanowhiskers might be able to serve as antennas that carry infrared signals from point A to point B.