閉じる
閉じる
ここは極北P様が制作されたPMXエディタ(0.2.2.2)に関する雑多なメモ書き場。ほんの一例。
配布プラグインを使った方法はあまり書かないことにする。でもちょっと書く。
エディタをそこそこ使い慣れてる方には今さらな内容ばかりだと思うけど、
不定期に画像挿入したり修正しにくる予定。
知らない人は知らなさそうなPMXエディタメモ の続き。今回は選択系が多い。
■面対角線の向きを入れ替えたいときは…
面対角線とは、モデルの面で2頂点を結ぶ線のこと。
頂点を共有し隣接している面同士に限って、面対角線の向きを変更できる。
面対角線を変更すると、見た目や変形具合が変わる。
・たとえば「\」となってる面対角線を「/」にするには、
その面対角線で隣りあう2つの三角面を面選択し、
PmxViewの編集>選択面>面対角線の入れ替えで変更できる。
(※配布プラグインのエッジ編集ツールでの変更方法とは異なる)
![](data:image/png;base64,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)
※画像では頂点・面選択してるけど面選択のみでもOK
・ただし、頂点が分離している境界の線(材質やUVの切れ目など)は、
面対角線ではないので向きを変更できない。
その線で隣りあう2つの三角面が同じ頂点を共有しておらず、隣接していないから。
(※メタセコイアやBlender等からpmd・pmx変換すると、材質やUVの切れ目によって頂点が切り離される)
(※PMXエディタで頂点を切り離さずに分離させた材質の切れ目は、面対角線の入れ替えができる)
・UVの切れ目などはPmxView下部のmode
でUV表示にすると分かりやすい。
色の境目では頂点が実は切れてて、2つの頂点が同じ位置に重なってるだけ。
![](data:image/png;base64,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)
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)
・分離してる頂点を結合すれば面対角線の入れ替えは可能だが、
UV展開で切り離されてる部分を無理に繋げて変えることになり、
結果、UVが狂うのでオススメはできない。(テクスチャ描いてたら歪んじゃう)
///////////////////////////////////////////////////////////////////////////////////
ここから下は、実際にPMXエディタを起動して、
読みながらモデルを選択しまくった方が分かりやすいかも。(でないと分からないかも)
■Pmx編集からPmxViewの各オブジェクトを選択するには…
PmxView上部の各選択モード(頂or面or骨or剛orJ)
がONになってる状態で、
Pmx編集の各オブジェクトタブ(頂点or面orボーンor剛体orJoint)
のリストから
オブジェクトの項目を選択すると、PmxViewで同一オブジェクトが選択される。
さらにShift+クリックで連番で複数選択できる。
またはCtrl+クリックでバラバラで複数選択もできる。
■任意の頂点番号から、モデルの頂点を選択するには…
PmxView上部の選択:
の頂をONにしておく。
ここでは2通りの方法を記述。
・Pmx編集の頂点タブ左上の頂点番号入力欄に頂点番号を入力すると、
該当頂点の項目まで飛び、PmxViewで頂点が選択される。
そこからさらに複数選択する場合は、
頂点タブで薄いグレーで示された頂点番号の項目を選択し、
Shift+クリックで連番で複数選択する。
またはCtrl+クリックでバラバラで複数選択する。
![](data:image/png;base64,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)
もうひとつの方法は、上と違って任意の頂点番号だけ選択・編集できる状態にする。
・PmxView上部の小窓:
の絞をONで頂点/材質マスキングを表示。
任意の入力欄に選択したい頂点番号の範囲を入力する。(500~500や2040~10000等)
すると、入力した範囲の頂点のみを選択・編集できる状態になる。
入力しただけの段階では選択されていない。
![](data:image/png;base64,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)
■このボーンのウェイトがかかってる頂点だけ選択・編集したいよ!ってときは…
ボーンを動かしてついてくる頂点に限定して編集できる。ここでは2通りの方法を記述。
・PmxView上部の選択:
の頂をONにしておく。
PmxView上部の小窓:
の絞をONで頂点/材質マスキングを表示。
ウェイト関連ボーンのチェック欄で、ボーン名にチェックを入れると、
そのボーンに関連した頂点のみを選択・編集できる状態になる。
この方法では、チェックしてないボーンの関連頂点は選択・編集できなくなるので、
ウェイトの細かい調整に便利。
薬指のボーンに絞って塗りなおしたいときなど、頂点が密集している箇所に役立つ。
・ウェイト関連ボーンで絞られる関連頂点は、
そのボーンのウェイトが50%以上ふられてるところなので、
0~100%全ての関連頂点を絞り込みたい場合は、
頂点/材質マスキングのボーン関連>弱影響下も含むをONにする。
![](data:image/png;base64,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)
・または、PmxView下部のノミをON。![](data:image/png;base64,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)
ウェイト描画中にShift+クリックでボーンを選択すると、
その横の紫と赤の四角形もONになり、
そのボーンに関連した頂点のみ編集できる状態になる。
この方法では、選択ボーンの全ての関連頂点(0~100%)が編集対象となる。
■この笑いモーフで動いてる頂点だけ選択・編集したいよ!ってときは…
頂点モーフに限り、モーフ操作で動く頂点に限定して選択・編集できる。
・PmxView上部の選択:
の頂をONにしておく。
PmxView上部の小窓:
の絞をONで頂点/材質マスキングを表示。
頂点モーフのチェック欄で、モーフ名にチェックを入れると、
そのモーフに関連した頂点のみを選択・編集できる状態になる。
![](data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="192" height="150"><rect fill-opacity="0"/></svg>)
■この笑いモーフ、頂点選択して分割したいよ!!ってときは…
モーフの一部分だけ抜きとりたいときや、
まばたきから左右ウィンクを生成したいときに分割が役立つ。
・上述の絞→頂点/材質マスキング>頂点モーフで、モーフの分割ができる。
チェック欄でモーフ名をひとつだけチェックし、絞り込んだ関連頂点を一部選択する。
チェックしたモーフ名を右クリック→選択頂点を新規モーフに分離で、
「元モーフから選択頂点の部分だけ初期化されたモーフ」と、
「選択頂点の部分だけのモーフ」が分割生成される。
元の状態のモーフは残らないので注意。残したい場合は予めモーフを複製しておく。
・この方法は頂点/UVモーフ編集で、編集する際にも活用できる。
モーフ編集画面で、編集>頂点編集の初期化-選択頂点のみを使って
上のような分割モーフを作ることもできるし、
配布プラグインで分割モーフを簡単に作ることもできるが、ここでは割愛。
![](data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="192" height="150"><rect fill-opacity="0"/></svg>)
■材質を絞り込んで表示・選択・編集したいときは…
PmxView上部の小窓:
の絞をONで頂点/材質マスキングを表示。
材質のチェック欄で材質名にチェックを入れると表示(選択有効)、
外すと非表示(選択無効)になる。
・反ボタンをクリックするとチェックが反転して表示非表示が入れ替わる。
・全ボタンをクリックすると全材質名にチェックが入り、全表示される。
・面選択し、除ボタンをクリックすると、
その面が含まれる材質名のみチェックが外されて、非表示になる。
・パーツ毎をOFFにすると、材質毎に非表示にする機能が無くなる。
(チェックによる選択の無効化・有効化はそのまま)
![](data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="192" height="150"><rect fill-opacity="0"/></svg>)
■頂点や面から、それがどの材質なのかを特定するには…
モデルDLして材質名が分かりにくかったり、沢山あって複雑すぎるときに役立つ方法。
・PmxView上部の小窓:
の絞をONで頂点/材質マスキング>材質を表示。
面を選択。(※この時点でどの材質に属するのかは材質のチェック欄で表示される)
材質のところの除ボタン→反ボタンの順でクリックすると、
材質のチェック欄で該当材質名のみチェックが入り、その材質だけが表示される。
・または、頂点もしくは面を選択した状態で、
頂点/材質マスキングの編集>選択頂点の含まれる材質のみ、選択面の含まれる材質のみで
材質のチェック欄で該当材質名のみチェックが入り、その材質だけが表示される。
その逆の編集>選択面の含まれる材質を除外もある。
![](data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="192" height="150"><rect fill-opacity="0"/></svg>)
■頂点(または面)選択した部分を、分離させて新規材質にするには…
PmxView上部の選択:
の頂と面をONにしておく。
ここでは3通りの方法を記述。方法によっては頂点数が変わるので注意。
・(※この方法は頂のみでも分離できるが、視覚的に分離部分を確認しやすいのと、
△の面選択モードも併用すると便利なので面もONにする)
(※選択している途中で、面が真っ赤で見にくい場合は、
PmxView下部の赤い三角
のONOFFで表示を切りかえながら作業すると良い)
PmxView上部の小窓:
の絞をONで頂点/材質マスキングを表示。
材質のチェック欄で、材質名をひとつだけチェックし、
絞り込んだ材質から分離させたい部分を頂点(面)選択する。
チェックした材質名を右クリック→選択頂点を新規材質に分離で、
材質から新規材質として分離される。
この方法だと、頂点は共有されたまま新規材質にされる。
![](data:image/svg+xml,<svg xmlns="http://www.w3.org/2000/svg" width="192" height="150"><rect fill-opacity="0"/></svg>)
・(※この方法は面のみでも分離できるが、別に頂をONにしていても問題ない)
面を選択し、PmxViewの編集>選択面>新規材質へ取り出しで
その選択面が新規材質として分離される。
2つ以上の材質をまたいで新規材質にすると、
材質の順番が優先されて、ひとつの材質設定にまとめられる。
この方法も、頂点は共有されたまま新規材質にされる。
・(※この方法も面のみでも分離できるが、別に頂をONにしていても問題ない)
面を選択し、PmxViewの編集>選択面>頂点を分離して新規材質へ取り出しで
その選択面が新規材質として分離される。
2つ以上の材質をまたいで新規材質にすると、
材質の順番が優先されて、ひとつの材質設定にまとめられる。
この方法は、頂点が切り離されて新規材質にされる。
■選択頂点のみを選択・編集したいときは…
ここまで説明した限定選択・編集に加え、
さらに頂点選択で対象を絞り込み、そこだけ選択・編集したいときに役立つ方法。
・PmxView上部の選択:
の頂を(場合によっては面も)ONにしておく。
頂点を選択し、PmxViewの編集>選択頂点>絞込みで、
選択頂点のみを選択・編集できる状態になる。
・上の逆の方法もある。
頂点を選択し、PmxViewの編集>選択頂点>非表示で、
選択していない方の頂点のみを選択・編集できる状態になる。
(頂点/材質マスキングによって編集頂点を絞り込んでいる場合は
その範囲内で選択していない方の頂点のみが編集対象となる)
・どちらもPmxViewの編集>頂点表示の絞込み解除で、状態を解除できる。
では、また気が向いたら続きをば。
配布プラグインを使った方法はあまり書かないことにする。でもちょっと書く。
エディタをそこそこ使い慣れてる方には今さらな内容ばかりだと思うけど、
不定期に画像挿入したり修正しにくる予定。
知らない人は知らなさそうなPMXエディタメモ の続き。今回は選択系が多い。
■面対角線の向きを入れ替えたいときは…
面対角線とは、モデルの面で2頂点を結ぶ線のこと。
頂点を共有し隣接している面同士に限って、面対角線の向きを変更できる。
面対角線を変更すると、見た目や変形具合が変わる。
・たとえば「\」となってる面対角線を「/」にするには、
その面対角線で隣りあう2つの三角面を面選択し、
PmxViewの編集>選択面>面対角線の入れ替えで変更できる。
(※配布プラグインのエッジ編集ツールでの変更方法とは異なる)
※画像では頂点・面選択してるけど面選択のみでもOK
・ただし、頂点が分離している境界の線(材質やUVの切れ目など)は、
面対角線ではないので向きを変更できない。
その線で隣りあう2つの三角面が同じ頂点を共有しておらず、隣接していないから。
(※メタセコイアやBlender等からpmd・pmx変換すると、材質やUVの切れ目によって頂点が切り離される)
(※PMXエディタで頂点を切り離さずに分離させた材質の切れ目は、面対角線の入れ替えができる)
・UVの切れ目などはPmxView下部のmode
色の境目では頂点が実は切れてて、2つの頂点が同じ位置に重なってるだけ。
・分離してる頂点を結合すれば面対角線の入れ替えは可能だが、
UV展開で切り離されてる部分を無理に繋げて変えることになり、
結果、UVが狂うのでオススメはできない。(テクスチャ描いてたら歪んじゃう)
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ここから下は、実際にPMXエディタを起動して、
読みながらモデルを選択しまくった方が分かりやすいかも。(でないと分からないかも)
■Pmx編集からPmxViewの各オブジェクトを選択するには…
PmxView上部の各選択モード(頂or面or骨or剛orJ)
Pmx編集の各オブジェクトタブ(頂点or面orボーンor剛体orJoint)
オブジェクトの項目を選択すると、PmxViewで同一オブジェクトが選択される。
さらにShift+クリックで連番で複数選択できる。
またはCtrl+クリックでバラバラで複数選択もできる。
■任意の頂点番号から、モデルの頂点を選択するには…
PmxView上部の選択:
ここでは2通りの方法を記述。
・Pmx編集の頂点タブ左上の頂点番号入力欄に頂点番号を入力すると、
該当頂点の項目まで飛び、PmxViewで頂点が選択される。
そこからさらに複数選択する場合は、
頂点タブで薄いグレーで示された頂点番号の項目を選択し、
Shift+クリックで連番で複数選択する。
またはCtrl+クリックでバラバラで複数選択する。
もうひとつの方法は、上と違って任意の頂点番号だけ選択・編集できる状態にする。
・PmxView上部の小窓:
任意の入力欄に選択したい頂点番号の範囲を入力する。(500~500や2040~10000等)
すると、入力した範囲の頂点のみを選択・編集できる状態になる。
入力しただけの段階では選択されていない。
■このボーンのウェイトがかかってる頂点だけ選択・編集したいよ!ってときは…
ボーンを動かしてついてくる頂点に限定して編集できる。ここでは2通りの方法を記述。
・PmxView上部の選択:
PmxView上部の小窓:
ウェイト関連ボーンのチェック欄で、ボーン名にチェックを入れると、
そのボーンに関連した頂点のみを選択・編集できる状態になる。
この方法では、チェックしてないボーンの関連頂点は選択・編集できなくなるので、
ウェイトの細かい調整に便利。
薬指のボーンに絞って塗りなおしたいときなど、頂点が密集している箇所に役立つ。
・ウェイト関連ボーンで絞られる関連頂点は、
そのボーンのウェイトが50%以上ふられてるところなので、
0~100%全ての関連頂点を絞り込みたい場合は、
頂点/材質マスキングのボーン関連>弱影響下も含むをONにする。
・または、PmxView下部のノミをON。
ウェイト描画中にShift+クリックでボーンを選択すると、
その横の紫と赤の四角形もONになり、
そのボーンに関連した頂点のみ編集できる状態になる。
この方法では、選択ボーンの全ての関連頂点(0~100%)が編集対象となる。
■この笑いモーフで動いてる頂点だけ選択・編集したいよ!ってときは…
頂点モーフに限り、モーフ操作で動く頂点に限定して選択・編集できる。
・PmxView上部の選択:
PmxView上部の小窓:
頂点モーフのチェック欄で、モーフ名にチェックを入れると、
そのモーフに関連した頂点のみを選択・編集できる状態になる。
■この笑いモーフ、頂点選択して分割したいよ!!ってときは…
モーフの一部分だけ抜きとりたいときや、
まばたきから左右ウィンクを生成したいときに分割が役立つ。
・上述の絞→頂点/材質マスキング>頂点モーフで、モーフの分割ができる。
チェック欄でモーフ名をひとつだけチェックし、絞り込んだ関連頂点を一部選択する。
チェックしたモーフ名を右クリック→選択頂点を新規モーフに分離で、
「元モーフから選択頂点の部分だけ初期化されたモーフ」と、
「選択頂点の部分だけのモーフ」が分割生成される。
元の状態のモーフは残らないので注意。残したい場合は予めモーフを複製しておく。
・この方法は頂点/UVモーフ編集で、編集する際にも活用できる。
モーフ編集画面で、編集>頂点編集の初期化-選択頂点のみを使って
上のような分割モーフを作ることもできるし、
配布プラグインで分割モーフを簡単に作ることもできるが、ここでは割愛。
■材質を絞り込んで表示・選択・編集したいときは…
PmxView上部の小窓:
材質のチェック欄で材質名にチェックを入れると表示(選択有効)、
外すと非表示(選択無効)になる。
・反ボタンをクリックするとチェックが反転して表示非表示が入れ替わる。
・全ボタンをクリックすると全材質名にチェックが入り、全表示される。
・面選択し、除ボタンをクリックすると、
その面が含まれる材質名のみチェックが外されて、非表示になる。
・パーツ毎をOFFにすると、材質毎に非表示にする機能が無くなる。
(チェックによる選択の無効化・有効化はそのまま)
■頂点や面から、それがどの材質なのかを特定するには…
モデルDLして材質名が分かりにくかったり、沢山あって複雑すぎるときに役立つ方法。
・PmxView上部の小窓:
面を選択。(※この時点でどの材質に属するのかは材質のチェック欄で表示される)
材質のところの除ボタン→反ボタンの順でクリックすると、
材質のチェック欄で該当材質名のみチェックが入り、その材質だけが表示される。
・または、頂点もしくは面を選択した状態で、
頂点/材質マスキングの編集>選択頂点の含まれる材質のみ、選択面の含まれる材質のみで
材質のチェック欄で該当材質名のみチェックが入り、その材質だけが表示される。
その逆の編集>選択面の含まれる材質を除外もある。
■頂点(または面)選択した部分を、分離させて新規材質にするには…
PmxView上部の選択:
ここでは3通りの方法を記述。方法によっては頂点数が変わるので注意。
・(※この方法は頂のみでも分離できるが、視覚的に分離部分を確認しやすいのと、
△の面選択モードも併用すると便利なので面もONにする)
(※選択している途中で、面が真っ赤で見にくい場合は、
PmxView下部の赤い三角
PmxView上部の小窓:
材質のチェック欄で、材質名をひとつだけチェックし、
絞り込んだ材質から分離させたい部分を頂点(面)選択する。
チェックした材質名を右クリック→選択頂点を新規材質に分離で、
材質から新規材質として分離される。
この方法だと、頂点は共有されたまま新規材質にされる。
・(※この方法は面のみでも分離できるが、別に頂をONにしていても問題ない)
面を選択し、PmxViewの編集>選択面>新規材質へ取り出しで
その選択面が新規材質として分離される。
2つ以上の材質をまたいで新規材質にすると、
材質の順番が優先されて、ひとつの材質設定にまとめられる。
この方法も、頂点は共有されたまま新規材質にされる。
・(※この方法も面のみでも分離できるが、別に頂をONにしていても問題ない)
面を選択し、PmxViewの編集>選択面>頂点を分離して新規材質へ取り出しで
その選択面が新規材質として分離される。
2つ以上の材質をまたいで新規材質にすると、
材質の順番が優先されて、ひとつの材質設定にまとめられる。
この方法は、頂点が切り離されて新規材質にされる。
■選択頂点のみを選択・編集したいときは…
ここまで説明した限定選択・編集に加え、
さらに頂点選択で対象を絞り込み、そこだけ選択・編集したいときに役立つ方法。
・PmxView上部の選択:
頂点を選択し、PmxViewの編集>選択頂点>絞込みで、
選択頂点のみを選択・編集できる状態になる。
・上の逆の方法もある。
頂点を選択し、PmxViewの編集>選択頂点>非表示で、
選択していない方の頂点のみを選択・編集できる状態になる。
(頂点/材質マスキングによって編集頂点を絞り込んでいる場合は
その範囲内で選択していない方の頂点のみが編集対象となる)
・どちらもPmxViewの編集>頂点表示の絞込み解除で、状態を解除できる。
では、また気が向いたら続きをば。
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