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No, it does matter. Price isn't some abstract thing. It's based on cost, and that which you've got to give up to get something. The entire price system of modern civilisation is predicated on a "cost" of energy that's merely an access cost -- how much it takes to prise it from the ground. Not a replacement cost. So our price system is predicated on widely and directly utilisable energy sources that offer 30:1 to 100:1 return on cost -- or Energy Return on Invested Energy (EROEI). That's actually down from the 100:1 to 400:1 values earlier oil and coal deposits offered. And too: I can burn coal in a stove in my house, and power or heat systems with oil ranging from fingertip size to 80 MW+ ship engines. We can argue about nuclear energy's abundance or practicality, but there's no arguing over its implementation scale: it's complex, large, and cannot directly power hand-tools, remote-controlled or piloted aircraft, and is only just barely viable for marine propulsion in noncommercial uses (the commercial shipping experiments for nuclear were failures). Nuclear also presents risks at some different scales than we're usually given to discuss. Though arguably fossil fuel's CO2 problem is a similar example ... but that's not exactly going swimmingly at a global or even national political level. And even if nuclear does address those issues, it still doesn't give you a portable, safe, convenient liquid fuel, which is what most quotidian applications want for. You can make your own liquid hydrocarbons, but that is expensive, raises the energy cost about 80x above what it is today (you return ~50% of your investment instead of multiplying it 40-fold), and hasn't been demonstrated at the scales we've become accustomed to. |
The cost of uranium is currently about $90/kg. Citing a previous poster, around 70 MT of uranium is used every year, which comes to about 6.3 G$, which comes to about 2.61 $/TWh. As per the NEI, the cost of nuclear energy is 108 $/TWh. At current prices, uranium accounts for 2.4% of the cost of producing nuclear energy.
Keeping the same profit margins under an increase of one order of magnitude of the price of uranium would mean increasing the price of nuclear energy by roughly 20%.