Guesstimating at 20% blubber, and then 70% conversion rate to usable fuel (14%), we need 132,275,129 whales slaughtered a year to maintain current fuel use. According to Wikipedia, there are currently only a few thousand blue whales per ocean in the world–so we’ll say a total of 15,000. Any one female can have a calf every other year, which starting at the age of 7 and lasting until…age 31(?) gives them the ability to birth 12 calfs over their life, half of which we will assume to be female.
So, if we had all the artificial insemination and whatnot all ready to go for blue whales, we could ramp up to 132 million whales in a period of…
(1 * 12) / 2 = 6
(6 * 12) / 2 = 36
(36 * 12) / 2 = 216
(216 * 12) / 2 = 1296
1296 * 12 = 15552 as the multiplier of whales (we need 8000 about to hit 132 million whales)
So midway through the fifth generation of whales we would have our needed number of whales. So with a seven year difference between generations…
7 * 5 + ((31 - 7) / 2) = 47
So in about 47 years it is theoretically possible to have enough blue whales to meet our needed blubber source (give or take a lot given all the guesstimates) at modern time. Fuel cells and such are, I believe charted as 15-20 years down the line.
So now, we need somewhere to put each whale. So let’s arbitraily say that they need at least 30m[sup]2[/sup] of horizontal ocean per each whale. So the total area of the ocean is 361,132,000 km[sup]2[/sup] or 361,132,000,000 m[sup]2[/sup]. We would need 3,968,253,870 m[sup]2[/sup] of ocean for them to roam, or about 1% of the ocean for our blue whale farms.
Which isn’t including our krill farms nor land farms.