Work Plane
Task area Work Environment
You can use this tool to define a local coordinate system freely in space.
A work plane, which allows you to design as if you were working in plan, is a useful aid when it comes to dealing with difficult situations (for example, inclined surfaces or planes).
To define a work plane
- Select a view that matches the work plane or where you can click the points defining the work plane.
- Click
Work Plane (How). - Define the origin of the work plane as follows:
- Click a defined point.
When you click a point in plan view, the z-coordinate is missing. - Enter the x-coordinate, y-coordinate, and z-coordinate as values.
- Define the position of the work plane:
- If you want to match the work plane from the current view (the plane that is perpendicular to the viewing direction of the current view at the origin specified), click Yes.
- If you want to define the work plan freely, click No and enter two direction points for the x-direction and y-direction each.
Note: The height of the work plane is defined by the height of the origin, even if you enter the direction lines at different heights.The z-axis is perpendicular to the xy plane at the origin. The view changes in the active viewport; the work plane is now the plan view.
All entries you make apply to the axes of the defined work plane.
- To leave the work plane, select a different view, for example,
Plan.
To modify the current work plane
- The work plane is still active.
- Click
Work Plane (How). - Origin of work plane or raise work plane by dz
- When you define a new origin, the procedure is the same as for defining a new work plane.
- When you enter a value for dz in the dialog line, the origin of the work plane will be moved along the z-axis.
Tips on the work plane
- The coordinates of the origin define the height of the work plane. Click the origin in an isometric view if you want to match the x-coordinate, y-coordinate, and z-coordinate.
- If you enter the direction points of the x-axis in plan view, the work plane is always horizontal. So, it is easier to imagine the work plane in three-dimensional space.
- If it makes sense, the origin and the first points of the x-axis and y-axis should be identical.
Define the positive direction of the x-axis so that it is to the right; therefore, click the left point first. Define the positive direction of the y-axis so that it is upward; therefore, click the bottom point first. As a result, you look at the work plane from above; the positive z-direction points upward.