It is currently an UNECONOMICAL way to get Uranium.The word "currently" is important here. It means that the statement containing the word is irrelevant in the long-term. Resource supply-size increases exponentially to linear increase in price. How high of a price increase can the market accept? The current uranium prices contribute about .2 cents per kWh of electricity produced.
http://www.world-nuclear.org/info/inf02.html
Multiplying the uranium price by 10 causes it to contribute only 2 cents to the cost of each kWh of electricity produced. That is before further fuel-efficiency advances are applied, which the higher fuel prices would incentivize.
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Do you mean to suggest that at some $1,000/kg, it would not be possible to profitably extract some 60,000 tons or more of uranium per year from seawater? What about at $2000/kg? $3,000? $4,000? $5,000? We can keep going, since fuel-efficiency of the plants can continue to be improved. $6,000? $7,000? $8,000? $9,000? $10,000?
Where is your cutoff for economic seawater uranium mining?
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Current extraction from sea water runs over 4 times the current spot price for Uranium.That would make it cost less than a penny per kWh. Are you meaning to suggest that the electricity market would not accept a fuel-price of under a penny per kWh?