Part Sphere/pl: Difference between revisions

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<languages/>
<languages/>
{{Docnav
{{Docnav|[[Part_Cylinder|Cylinder]]|[[Part_Torus|Torus]]|[[Part_Module|Part]]|IconL=Part_Cylinder.png|IconC=Workbench_Part.svg|IconR=Part_Torus.png}}
|[[Part_Cylinder|Cylinder]]
|[[Part_Torus|Torus]]
|[[Part_Module|Part]]
|IconL=Part_Cylinder.svg
|IconC=Workbench_Part.svg
|IconR=Part_Torus.svg
}}


{{GuiCommand/pl
{{GuiCommand/pl
|Name=Part Sphere|MenuLocation=Part → Sphere
|Name=Part Sphere
|Name/pl=Part: Kula
|MenuLocation=Część → Primitywy → Kula
|
|
|Workbenches=[[Part_Module|Part Module]]
|Workbenches=[[Part_Module/pl|Part]]
|SeeAlso=[[Part_CreatePrimitives|Part CreatePrimitives]]
|SeeAlso=[[Part_CreatePrimitives/pl|Utwórz prymitywy]]
}}
}}


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[[File:SimpleSphere.jpg|400px]]
[[File:SimpleSphere.jpg|400px]]


== How to use ==
==Usage==
In the workbench [[Part_Workbench|Part]] click on the sphere icon [[Image:Part Sphere.png|32px]]. The sphere will be positioned at origin (point 0,0,0) on creation. The angle parameters permit to make a portion of sphere instead of a full sphere (they are set to 360° by default).
In the workbench [[Part_Workbench|Part]] click on the sphere icon [[Image:Part Sphere.svg|24px]]. The sphere will be positioned at origin (point 0,0,0) on creation. The angle parameters permit to make a portion of sphere instead of a full sphere (they are set to 360° by default).


== Options ==
== Options ==
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====Parameter====
====Parameter====
* {{Parameter|Radius:}} Radius of the sphere
* {{PropertyData|Radius:}} Radius of the sphere
* {{Parameter|Angle 1:}} 1nd angle to cut / define the sphere
* {{PropertyData|Angle 1:}} 1nd angle to cut / define the sphere
* {{Parameter|Angle 2:}} 2nd angle to cut / define the sphere
* {{PropertyData|Angle 2:}} 2nd angle to cut / define the sphere
* {{Parameter|Angle 3:}} 3rd angle to cut / define the sphere
* {{PropertyData|Angle 3:}} 3rd angle to cut / define the sphere


Because it is quite difficult to explain the meaning of the parameters angle 1, angle 2, angle 3, the picture below gives an explanation about these parameters with following values: angle 1 = -45°, angle 2 = 45° and angle 3= 90°.
Because it is quite difficult to explain the meaning of the parameters angle 1, angle 2, angle 3, the picture below gives an explanation about these parameters with following values: angle 1 = -45°, angle 2 = 45° and angle 3= 90°.
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{{clear}}
{{clear}}


{{Docnav
{{Docnav|[[Part_Cylinder|Cylinder]]|[[Part_Torus|Torus]]|[[Part_Module|Part]]|IconL=Part_Cylinder.png|IconC=Workbench_Part.svg|IconR=Part_Torus.png}}
|[[Part_Cylinder|Cylinder]]

|[[Part_Torus|Torus]]
{{Part Tools navi}}
|[[Part_Module|Part]]
|IconL=Part_Cylinder.svg
|IconC=Workbench_Part.svg
|IconR=Part_Torus.svg
}}


{{Part Tools navi{{#translation:}}}}
{{Userdocnavi}}
{{Userdocnavi{{#translation:}}}}

Revision as of 21:33, 25 February 2020

Part: Kula

Lokalizacja w menu
Część → Primitywy → Kula
Środowisko pracy
Part
Domyślny skrót
brak
Wprowadzono w wersji
-
Zobacz także
Utwórz prymitywy

Description

Creates a simple parametric sphere, with position, angle1, angle2, angle3 and radius parameters.

Usage

In the workbench Part click on the sphere icon . The sphere will be positioned at origin (point 0,0,0) on creation. The angle parameters permit to make a portion of sphere instead of a full sphere (they are set to 360° by default).

Options

The parametric sphere is defined by the following parameters:

  • Radius
  • Angle 1
  • Angle 2
  • Angle 3
  • as well as the standard set of placement parameters

The picture below gives an overview of a parametric sphere with parameters different from the default value.

Parameter

  • DANERadius: Radius of the sphere
  • DANEAngle 1: 1nd angle to cut / define the sphere
  • DANEAngle 2: 2nd angle to cut / define the sphere
  • DANEAngle 3: 3rd angle to cut / define the sphere

Because it is quite difficult to explain the meaning of the parameters angle 1, angle 2, angle 3, the picture below gives an explanation about these parameters with following values: angle 1 = -45°, angle 2 = 45° and angle 3= 90°.