5.9.2 Ausmasstyp
Ziel:
Qualitätsprüfung / Bereinigung des Elementes, um eine genauere Mengenermittlung zu ermöglichen.
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)
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Der Ausmasstyp kann pro IFC Typ (Wand, Decke, Stütze, etc.) festgelegt werden.
Vorgehen:
1. IFC Typ setzen
2. Ausmasstyp «LME» auswählen
3. Wenn Ausmasstyp «LME» nicht möglich ist, sollte das Element genauer betrachtet werden, da es keine «Extrusion» (Fläche mit konstanter Dicke) ist.
Danach kann Ausmasstyp User «LME User» ausgewählt werden.
Beispiel IFC Typ Wand:
Was macht die Umwandlung eines Elementes in den Ausmasstyp «LME»?
1. Überprüfung: Ist es ein Element mit einer konstanten Dicke (Extrusion)
2. Neuausrichtung der Achsen
3. Die Hauptfläche wird nach der grössten Seite definiert
4. Öffnungen werden erstellt (wenn nicht vorhanden) oder existierende bereinigt
Was macht die Umwandlung eines Elementes in den Ausmasstyp User «LME User»?
1. Neuausrichtung der Achsen
2. Existierende Öffnungen werden bereinigt