見出し画像

Factorioグリッド初心者メモ:(4)電気炉

Factorioのグリッド型では1つのグリッドが単機能になっていることが多いので、1つのグリッドの単機能の処理をできるだけ効率化することで、全体が効率的に動くことになります。

たくさん必要になる鉄板、銅板、鋼材を生産するための電気炉グリッドを紹介します。

グリッドの形

これで電気炉が256個入ったグリッドを作ることができています。

電気炉が256個入った電気炉グリッド

BluePrint

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

基本ユニット

このグリッドを構成する基本の形はこちらになります。
入力が左上で、出力が右下になっていて、左上に鉄鉱石を入れると、右下から鉄板が出てくる形になっています。
これを縦に8個、横に16個つなげた形を電気炉グリッドとしています。

電気炉グリッドの1ユニット

まとめ

鉄板、銅板、鋼材を生産するための電気炉グリッドを紹介しました。

電柱が中型電柱なのが少し気になるところで、小型電柱で256個を入れ込めないか検討してみましたが思いついていません。
もっといい案があると思うので是非教えてください!

関連記事


この記事が気に入ったらサポートをしてみませんか?