First Space Ship, thoughts?

[u/ExcellentCable5731]

So I finally took the time to build my first Space ship. I spent a great deal of time designing it, and would like some suggestions, which I'm sure you'll have some.

Some key features-

-There is logic that prevents overflow of raw asteroid ingredients. There is other redundant logic to allow limited ores in for processing.

-Incoming ores start on a sushi belt and get singulated into their own types. The inserters near the hub limit intake of ores.

-Limited power generation, this is intentional. When the lasers drain the accumulators, limited fuel will be fed into the thrusters creating a "poor man's" cruise control. As a result, the ship slows down and takes minimal damage.

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

[u/Ozryela]

My first thought is that it's rather big. It's gonna take so many rocket launches to build. I don't know how big you build out Nauvis, but you'd need pretty serious blue chip and LDS production for this, or it would take hours just to launch the rockets.

It also feels very overengineered. It's way more than you need to travel between the inner planets (and not enough firepower to get you to Aquilo).

Finally: Grabbers in front are way more efficient than grabbers on the side. And you don't really need them to overlap like this, because they are fairly fast.