Coal liquefaction: self-powered rocket-fuel production
Posted: Sat Apr 29, 2017 8:55 am
by iceman_1212
Edit: This version is outdated as of 15.10. Will update shortly.
Here is a self-powered setup that takes in one blue belt of coal and converts it to ~140 rocket fuel per minute, which represents a 65% gain in fuel value. Gross production is ~205 rocket fuel per minute, of which ~65 rocket fuel per min is used to power the boilers. Heavy oil is needed to start the process but it quickly becomes self sufficient with respect to oil.
(Inspired by Medusalem's post here: viewtopic.php?f=18&t=44912)
If petroleum is exported for circuit production (instead of converted to petroleum gas, as shown below), it should give ~83 rocket fuel per minute and 7.4k petroleum per min (as measured using new fluid scale in 0.15), which is good for ~480 plastic per min if you have prod 3 in plastic plants.
In other words, stamping out 10 of these at rich, distant coal mines that are near water would give (slightly more than) enough rocket fuel for 1 RPM incl. satellite along with enough petroleum for 2 blue belts of plastic (assuming prod 3).
Note: This is intended as a proof of concept of the idea - the layout can probably (read: definitely) be optimized further for power efficiency and size (it's late here and I'm tired ). Also, enabling creative mode with researches enabled has the effect of researching up to and including miner productivity 16. If we use the mining layout below with no miner productivity upgrades, we'd need ~23 mining drills (and associated beacons) to fill a blue belt. Since we only need 18 mining drills if we have mining productivity 16, I threw down an additional few drills (I added extra for the sake of being conservative) on a nearby iron ore patch to simulate the incremental power draw.
TLDR: https://www.youtube.com/watch?v=e_DqV1xdf-Y (sort of)
Here is a self-powered setup that takes in one blue belt of coal and converts it to ~140 rocket fuel per minute, which represents a 65% gain in fuel value. Gross production is ~205 rocket fuel per minute, of which ~65 rocket fuel per min is used to power the boilers. Heavy oil is needed to start the process but it quickly becomes self sufficient with respect to oil.
(Inspired by Medusalem's post here: viewtopic.php?f=18&t=44912)
If petroleum is exported for circuit production (instead of converted to petroleum gas, as shown below), it should give ~83 rocket fuel per minute and 7.4k petroleum per min (as measured using new fluid scale in 0.15), which is good for ~480 plastic per min if you have prod 3 in plastic plants.
In other words, stamping out 10 of these at rich, distant coal mines that are near water would give (slightly more than) enough rocket fuel for 1 RPM incl. satellite along with enough petroleum for 2 blue belts of plastic (assuming prod 3).
Note: This is intended as a proof of concept of the idea - the layout can probably (read: definitely) be optimized further for power efficiency and size (it's late here and I'm tired ). Also, enabling creative mode with researches enabled has the effect of researching up to and including miner productivity 16. If we use the mining layout below with no miner productivity upgrades, we'd need ~23 mining drills (and associated beacons) to fill a blue belt. Since we only need 18 mining drills if we have mining productivity 16, I threw down an additional few drills (I added extra for the sake of being conservative) on a nearby iron ore patch to simulate the incremental power draw.
TLDR: https://www.youtube.com/watch?v=e_DqV1xdf-Y (sort of)
Overview of test setup
Production stats
Fluid production stats
Power
Blueprint String
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