How many furnaces per electric mining drill?

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Maxine Dickinson asked a question: How many furnaces per electric mining drill?
Asked By: Maxine Dickinson
Date created: Tue, Jul 6, 2021 4:49 PM
Date updated: Thu, Jun 23, 2022 7:38 AM

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Top best answers to the question «How many furnaces per electric mining drill»

What's the ratio of furnace to mining drill?

  • Electric furnaces use 2/3.5 = 0.57143 ore per second. So the correct ratio is 160:147 drills to furnaces. But usually people just go with 1:1. This is nearly correct. Electric Mining drills theoretically produce 0.525 ore/sec. However the game measures in ticks.

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Once the smelting module is ready, you need to start properly mining your iron ore patch. You'll need 30 Electric Mining Drills to fill up a yellow belt with ore. There are all sorts of ways to lay out your miners on a patch of ore, but this is how I like to do it:

The electric furnace is the third and last tier of furnace. As its name implies, it uses electricity rather than fuel to operate, removing the need for a fuel belt. The electric furnace smelts items at the same speed as a steel furnace, and also has two slots for modules. However, it is slightly larger than the other two tiers of furnaces; it occupies a 3×3 area instead of a 2×2 area.

For stone this is the equation ---- [.5(ore from drill)] / [1(ore)/3.5(seconds)] = 1.75 Stone furnaces per drill. For steel and electric it is ---- [.5(ore from drill)] / [1(ore)/1.75(seconds)] = 0.875 Stone furnaces per drill. Both calculations do not included Mining Productivity research or modules

Code: Select all. Time to produce/mine: 1 Stone Furnace: 1 plate each 3.5s 1 Electric Drill: 1 ore each 2s Using Least Common Multiple with the time: 1 Stone Furnace: 4 plates each 14s 1 Electric Drill: 7 ore each 14s Using Least Common Multiple again to find out the ratio (even though it was obvious already): 7 Stone Furnaces: 28 plates each 14s ...

This is nearly correct. Electric Mining drills theoretically produce 0.525 ore/sec. However the game measures in ticks. Converting this, we end up with 114.28 ticks/ore. This is rounded up to 115 ticks by the games engine. Electric furnaces take 105 ticks to smelt one ore. Therefor the exact ratio is 21 Furnaces per 23 drills (0.913 Furnaces per drill)

When placed over uranium ore, which requires sulfuric acid to mine, three fluid connectors will appear on the mining drill. The mining drills will pass excess sulfuric acid to each other when these connectors are aligned, allowing multiple drills to be placed right next to each other with only one pipe input necessary to feed all of them.

Just in case you are contemplating starting that next level of research before bed but are not sure if it will have a meaningful impact on the number of drills per belt, this calculator will tell you the breakpoints. Please note that this calculator determines the number of drills per side of the belt, since that is the practical application. If it takes 27 drills to saturate a belt, few people will bother concocting a way to have that odd-drill-out alternate belt lanes.

How many drills does it take to fill both lanes of a belt? Values rounded up. Smelting. How many miners (electric) are needed per furnace? Furnaces to Fill a Belt; Output Furnace. 47. 94. 140. 24. 47. 70. 234. 467. 700. 117. 234. 350. Use a 1:1 furnace ratio if directly crafting ore to iron to steel: Assemblers and Belts.

1 mine will feed 1 electric smelter. If you are using blue belt, you will need 36 furnaces each side, (total of 72), to fill one blue belt to capacity. Thus, you will need 72 furnaces and 72 mines per blue belt.

so to fully load a yellow belt with iron ore you would need 30 electric mining drills (15 on each side) - and then that would give you 15 iron ore per second - and since each stone furnace can only use 1 piece of ore every 3.2 seconds, and has a one to one ratio of iron ore to iron plates, you can get the maximum number of stone furnaces a yellow belt can feed with iron ore by multiplying 15 by 3.2, and this will also give you a full belt of iron plates at 15 per second

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