Linear 2.5D Dimension

 

Summary


  • The dimension creation function applicable to 3D isometric drawings allows you to input dimensions into 3D projected sections created from CIM.
    2.5D dimensions can only be applied to sections created with the 3D View function in CIM.

 

How to Run


[CIM View Mode]

  • Ribbon Menu > [INFRA-DESIGN] Tab> 2.5D Dimension> Linear 2.5D Dimension [LD2]

 

Explanation


How to Create Linear 2.5D Dimensions in a 3D View Section Using CIM

This manual outlines the process for creating linear 2.5D dimensions in a 3D view section within CIM.
Linear 2.5D dimensions are a unique function of CAD ID that combines traditional linear dimensioning in orthogonal directions (based on the CAD workspace X and Y planes) with the tilt direction of a structure.

Linear 2.5D Dimension, Shortcut key [LD2]

Commentary contents

Linear 2.5D Dimension, Shortcut key [LD2]

Commentary contents

 

image-20240627-234521.png

 

  • [Remember #1]

    • At the bottom left of the 3D view section, the 3-axis coordinate system is displayed at the viewed angle for creating the 3D section.
      This GUI is used to measure with reference to the axial Delta direction of the current member.

    • The position of the 3-axis coordinate system can be adjusted by dragging it on the work screen.

 

image-20240627-102108.png

 

  • [Remember #2]
    Application Criteria for Linear 2.5D Dimensions and Aligned 2.5D Dimensions

    • Creates separate linear and aligned dimensions based on where the dimensions are placed based on the 3-axis coordinate system of the 3D view section.

    • Dimensions in the Delta-Z direction, which are the X and Y planes in the CAD work screen, are created as linear 2.5D dimension.
      The direction of dimensions to be created in the structure is based on the 3-axis coordinate system, and the dimensions in the Delta-X and Y directions are created as aligned 2.5D dimension.

 

 

  • [How to Run]
    Run the Linear 2.5D Dimension function from the tree menu or use the command LINEAR2.5DDIMENSION (LD2) in the Command window.

 

 

  • [Command]

    • Specify the distance criteria for display [Distance(D)/Delta-X(X)/Delta-Y(Y)/Delta-Z(Z)/ <D> : Z
      Specify first extension line origin :
      Specify second extension line origin :
      Create a dimension to represent the height in the Z direction with a linear 2.5D dimension.
      When you enter the Z value, the text for specifying the first dimension auxiliary point appears and specifies the location point for creating the first dimension.
      Next, specify the next point to represent the dimension.

      • Distance : Expresses the 3D straight-line distance between two points on the object.

      • Delta-X : Expresses the change in X-axis value between two points on the object.

      • Delta-Y : Expresses the change in Y-axis value between two points on the object.

      • Delta-Z : Expresses the change in Z-axis value between two points on the object.

 

 

  • [Command]

    • Specify dimension line location :
      Specifies where the dimension will be created.
      The mouse can be pointed in the direction to indicate the dimension,
      or the length value can be entered directly in the Command window.

 

 

  • [Command]

    • Input slope angle (Press Enter key to skip) :
      Specify second point :
      This process adjusts the location of dimension creation to match the slope of the structure.
      (Press Enter if no slope condition is needed.)
      Set the tilt based on the Snap Point of the object.

 

 

  • [Command]

    • Specify dimension line location :
      If dimensions need to be created continuously, specify the location of the next dimension,
      or press the Esc button when dimension creation is complete.

 

 

  • Video Utilizing the Linear 2.5D Dimension Function

Change the style to make the location of dimension creation clearly visible.

② Run the linear 2.5D dimension function.

Set the distance value standard for display.

Specify the first dimension auxiliary point.

Specify the second dimension auxiliary point.

Enter the tilt angle.

Repeat steps ② through ⑥ continuously.