2.14 Funktion "Ein"
Für jedes der Fenster im linken Menü (IFC-Struktur, Layer, Bauteile, IFC-Typ, ...) gibt es unter jedem Fenster
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)
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)
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)
eine Option "Ein".
Wozu dient diese Option?
Im Falle einer IFC-Struktur, die beispielsweise aus mehreren Geschossen besteht :
1. Wenn die Option "Ein" nicht angekreuzt ist
In diesem Fall ist es möglich, die Stufen (Glühbirnen) unabhängig voneinander anzuzeigen.
Es ist also möglich, entweder kein Stockwerk, einige Stockwerke oder alle Stockwerke anzuzeigen
2. Wenn die Option "Eins" angekreuzt ist
In diesem Fall ist es nur möglich, jeweils ein Stockwerk anzuzeigen, alle anderen werden ausgeblendet
Wenn Geschoss 1 angezeigt wird und man auf die Lampe von Geschoss 2 klickt, um sie anzuzeigen, wird Geschoss 1 ausgeblendet.
In der Toolbar gibt es eine allgemeinere Option "Ein"
1. Wenn diese Option nicht markiert ist, kann nur ein "Ein" im linken Menüfenster ausgewählt werden
Zum Beispiel, wenn "ein "für die IFC-Struktur markiert ist und der Benutzer "Eins" für die Ebenen markieren möchte, wird das "Eins der IFC-Struktur automatisch deaktiviert
2. Ist diese Option markiert, können mehrere "Eins" Fenster im linken Menü angekreuzt werden.
Zum Beispiel kann "Eins" für IFC-Struktur, Ebenen und IFC-Typen markiert werden