So I've been thinking: What is the longest train you can fill from a nuclear reactor directly (heat exchanger -> pump -> fluid wagon)?
I was going for maximum speed so 3 pumps per fluid wagon. But if you can produce more trains per minute with less ... No idea what is ideal.
The steam per fuel should be maximized, which I believe only allows a 2xN reactor design.
Results fall into 2 categories:
1) reactor overheats so you have to delay refueling a bit every cycle
For this the delay should be minimal. Add another fluid wagon if you can to take away more steam to keep the reactor cooler. But overall the steam per second it the deciding factor.
2) reactor cools down so the train waits a bit on filling
For this the waiting should be minimal. The question should be: how short a train can you fuel without the reactor overheating when burning fuel without pause?
But again the steam per second is more important. If a longer wait produces more steam then go for it.
Example for category 1:
I figured out experimentally that you can fill a 15 fluid wagon train with an end stop with heat exhangers on both sides of the train when using heat pipes. With 16 fluid wagons the last heat exchanger drop to 500°C with the reactor at 1000°C. It might be impossible to not waste fuel with 15 fluid wagons.
Can you beat that with heat pipes? Maybe have a through station with the reactor in the middle of the train and using only 2 pumps per fluid wagon? Fill 2 trains in parallel.
Example for category 2:
Here is my test setup with a 50 fluid wagon train. 50 you say? I thought at 16 the heat exchangers had low temp? Well, nuclear reactors conduct heat a lot better:
- 50-wagon-nuclear.png (808.22 KiB) Viewed 8495 times
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
It uses a 2x4 reactor that is actually fueled and all others are just heat conductors. A 2x4 reactor can sustain 112 heat exhcnagers. The 50 fluid wagons use 150. And even with the pause between trains the 2x4 reactor cools down. The train should probably be shorter to meet the rules above. So this doesn't qualify, it's just an example of what you can do. It's also cheating with infinity pipes for the water. YOu should have offshore pumps or bring water by train.
Can you suggest improvements to keep it at 50 fluid wagons or make it even longer? Fueling a larger reactor becomes a problem.
Maybe a small section of heat pipes and then switching to nuclear reactors is the way to go. That would leave room for inserters to fuel a larger reactor. Other ideas?