閉じる
閉じる
次回こそはとか書いておいてまた違う内容で書きます。
短いです。
今回は画像の回転方法について。
AviUtlで画像を扱う時、メニューの中の「回転」をいじるとその画像を回転させることができます。
これは画像の中心を中心とした回転(なんとなくわかってほしい)となっています。
![](data:image/png;base64,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)
では、画像の左上や右下等、別の点を中心とした回転はどうしたらいいか?
これには「拡張描画」という機能を使います。
![](data:image/jpeg;base64,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右上の+ボタンの横の変なマークのボタンを押すと中に「拡張描画」の項目があるのでそこから。
いろいろ設定項目が追加されます。
で、この中で「中心X」「中心Y」というのがあります。
これを使います。
例えば画像左下を回転中心としたい場合、
「中心X」を画像の横幅の半分の負の値
「中心Y」を画像の縦幅の半分の正の値
とし、「Z軸回転」をいじってやればなんと画像左下を中心に回転させることができます。
![](data:image/png;base64,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)
中心座標の設定の仕方について
画像中の座標は下の図のように画像中心を(0,0)としてあります。
ずらしたい分だけ「中心○」を変えればそこが中心点となります。
![](data:image/png;base64,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)
以上。
短いです。
今回は画像の回転方法について。
AviUtlで画像を扱う時、メニューの中の「回転」をいじるとその画像を回転させることができます。
これは画像の中心を中心とした回転(なんとなくわかってほしい)となっています。
では、画像の左上や右下等、別の点を中心とした回転はどうしたらいいか?
これには「拡張描画」という機能を使います。
右上の+ボタンの横の変なマークのボタンを押すと中に「拡張描画」の項目があるのでそこから。
いろいろ設定項目が追加されます。
で、この中で「中心X」「中心Y」というのがあります。
これを使います。
例えば画像左下を回転中心としたい場合、
「中心X」を画像の横幅の半分の負の値
「中心Y」を画像の縦幅の半分の正の値
とし、「Z軸回転」をいじってやればなんと画像左下を中心に回転させることができます。
中心座標の設定の仕方について
画像中の座標は下の図のように画像中心を(0,0)としてあります。
ずらしたい分だけ「中心○」を変えればそこが中心点となります。
以上。
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次の記事これより新しい記事はありません。
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前の記事2013-01-29 07:00:00【AviUtl】字幕を工夫して動画の印象を変えてみる22コメ
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