Translations:Glossary/24/de: Difference between revisions

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(Created page with "==V== {{gloss}} {{term|Vector}} {{defn|defn=A magnitude with a direction. Often represented graphically as an arrow in 2 or 3 dimensions. For example, "fifty paces north", "9....")
 
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{{defn|defn=A magnitude with a direction. Often represented graphically as an arrow in 2 or 3 dimensions. For example, "fifty paces north", "9.8 m/s^2 down", and "(3,5,6) units in the x, y, z, direction, respectively" are all vectors. In FreeCAD, they are most often denoted as ordered pairs (x, y) or ordered triples (x, y, z).}}
{{defn|defn=A magnitude with a direction. Often represented graphically as an arrow in 2 or 3 dimensions. For example, "fifty paces north", "9.8 m/s^2 down", and "(3,5,6) units in the x, y, z, direction, respectively" are all vectors. In FreeCAD, they are most often denoted as ordered pairs (x, y) or ordered triples (x, y, z).}}
{{term|Vertex (Knoten)}}
{{term|Vertex (Knoten)}}
{{defn|defn=Ein einzelner [[#Point|Punkt]] im Raum, oder die Ecke eines [[#shape|Formteils]] (Shape), wo sich [[#Edge|Kanten]] treffen. Die Open Cascade Technology definiert es als nulldimensionales [[#shape|Formteil]] (Shape) übereinstimmend mit einem Punkt in Geometrie. [[https://dev.opencascade.org/doc/overview/html/occt__tutorial.html#OCCT_TUTORIAL_SUB2_3| siehe OCCT Profile: Defining the topology]]}}
{{defn|defn=Ein einzelner [[#Point|Punkt]] im Raum, oder die Ecke eines [[#shape|Formteils]] (Shape), wo sich [[#Edge|Kanten]] treffen. Die Open Cascade Technology definiert es als nulldimensionales [[#shape|Formteil]] (Shape), übereinstimmend mit einem Punkt in Geometrie. [[https://dev.opencascade.org/doc/overview/html/occt__tutorial.html#OCCT_TUTORIAL_SUB2_3| siehe OCCT Profile: Defining the topology]]}}
{{term|Vertices}}
{{term|Vertices}}
{{defn|defn=Plural of [[#Vertex|Vertex]]}}
{{defn|defn=Plural of [[#Vertex|Vertex]]}}

Revision as of 20:05, 21 July 2020

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Message definition (Glossary)
{{gloss}}
{{term|Vector}}
{{defn|defn=A magnitude with a direction. Often represented graphically as an arrow in 2 or 3 dimensions. For example, "fifty paces north", "9.8 m/s^2 down", and "(3,5,6) units in the x, y, z, direction, respectively" are all vectors. In FreeCAD, they are most often denoted as ordered pairs (x, y) or ordered triples (x, y, z).}}
{{term|Vertex}}
{{defn|defn=A lone [[#Point|point]] in space, or the corner of a [[#shape|shape]] where [[#Edge|edges]] meet. The open Cascade Technology defines it, as a zero dimensional [[#shape|shape]] corresponding to a point in geometry. See [https://dev.opencascade.org/doc/overview/html/occt__tutorial.html#OCCT_TUTORIAL_SUB2_3 OCCT Profile: Defining the topology]}}
{{term|Vertices}}
{{defn|defn=Plural of [[#Vertex|Vertex]]}}
{{term|Viewprovider}}
{{defn|defn=General interface for all visual stuff in FreeCAD. A ViewProvider generates and handles all around visualizing and presenting objects from the FreeCAD [[#App|App layer]] to the user. This class and its descendents have to be implemented for any object type in order to show them in the [[#3D_view|3D view]] and [[#Tree_view|Tree view]].}}
{{glossend}}

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Vector
A magnitude with a direction. Often represented graphically as an arrow in 2 or 3 dimensions. For example, "fifty paces north", "9.8 m/s^2 down", and "(3,5,6) units in the x, y, z, direction, respectively" are all vectors. In FreeCAD, they are most often denoted as ordered pairs (x, y) or ordered triples (x, y, z).
Vertex (Knoten)
Ein einzelner Punkt im Raum, oder die Ecke eines Formteils (Shape), wo sich Kanten treffen. Die Open Cascade Technology definiert es als nulldimensionales Formteil (Shape), übereinstimmend mit einem Punkt in Geometrie. [siehe OCCT Profile: Defining the topology]
Vertices
Plural of Vertex
Viewprovider
General interface for all visual stuff in FreeCAD. A ViewProvider generates and handles all around visualizing and presenting objects from the FreeCAD App layer to the user. This class and its descendents have to be implemented for any object type in order to show them in the 3DView and TreeView.