Each point of efficiency should be 1 million EU per uranium cell.
To get this, I took EU per thorium cycle/(plutonium * 12.5).
The 12.5 comes from the number of plutonium cell replacements per thorium cycle (2.5) times 5 (the amount of uranium used up centrifuging re-enriched uranium).
The 'should be' part is because this isn't accurate with the thorium negative reactor, which needs extra thorium from somewhere (it works combined with a thorium positive reactor, but not running it on its own). The correct efficiency there when I put these up officially (today, hopefully) is 14 + 1 extra plutonium (which is calculated off the uranium needed to make all the thorium, since the plutonium is excess).
Display More
Wouldn't it be simpler to calculate it based on EU yield per cell alone?
i.e. that 512 EU/t, 512 million EU reactor we had with the cooling cell, it had six quad thorium cells, meaning 24 thorium cells at 1 million EU per thorium per efficiency, and 3 plutonium cells at 4 million EU per efficiency. Sums up to 36 million EU per efficiency.
512 / 36 = 14.222
I'm concerned about overselling the imbalanced reactors. Any other method shows them having great efficiency, which, if you combine them with other reactors they really do, but on their own they have lower efficiency because of wasted isotopes.
Requia, I'd like to pick up the above exchange again, because more or less out of nowhere I suddenly noticed that a.) I made a mistake in my post, and b.) when I fix that mistake, I get significantly lower efficiency values than the ones you used for the hybrid reactors in your post at the top of page 2.
The mistake I made: I proposed totaling up the theoretical yield of all fuel cells, but was not counting the fact that 2.5 plutonium cells were being consumed for the full thorium cycle. Therefore I counted way less plutonium than was actually needed, and strongly overstated the efficiency.
Now let me try again. Still going off the following numbers:
- Each thorium cell generates 1 million EU per efficiency rating
- Each plutonium cell generates 4 million EU per efficiency rating
- Therefore, we can count quad thorium cells and single plutonium cells together for the purpose of this
- Because the ratio is uneven (2.5 plutonium cycles per thorium cycle), examining two cycles makes the math prettier
Looking at the thorium neutral reactor you posted at the top of page 2, you quote a 14.68 hybrid efficiency for it. Through two cycles, it generates 734 million EU while consuming 10 quad thorium cells (5 slots of 1 per cycle) and 10 single plutonium cells (two slots of 2.5 per cycle). That's 20 times 4 million EU per efficiency, or a total of 80 million EU per efficiency. 734 / 80 gives me 9.175, not 14.68.
Another example: The -4 thorium negative reactor you quote at 16.8 hybrid efficiency: 12 quad thorium cells and 10 single plutonium cells for two full cycles, generating 840 million EU. 840 / (22 * 4) = 9.545
Third, the proposed 512 EU/t, +6 thorium positive design we were trying to cool, which I falsely analyzed as 14.222 in my first attempt at this efficiency model: 12 quad thorium and 15 single plutonium for 1024 million EU. 1024 / (27 * 4) = 9.481
The neat thing about this efficiency rating model is that it works for uranium too (with the same value as thorium), and accurately portrays normal IC2 reactors as well as GregTech hybrid reactors with the same model. I also don't think it oversells the efficiency of unbalanced designs too much like you feared, either, with less than 0.4 efficiency difference between the neutral one and the unbalanced designs. What do you think?
(I realize that GregTech's 1.5 changes will probably require re-examining the validity of this model, but unless the adjusted tick rate of plutonium has some far more drastic effects than I expect, it shouldn't take more than re-calibrating the value of plutonium... I think.)