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Median Subassemblies

Product Documentation
Intermediate

Use these subassemblies to add medians to road assemblies.

Image Subassembly Common Uses
 

MedianConstantSlopeWithBarrier: Flush median with independent left and right jersey barriers and subsurface courses that can be set to match the structure of abutting lanes.

Default Tool Palette: Medians Subassemblies

Divided roads or highways where asymmetrical barriers are needed
 

MedianDepressed: Depressed median between an attachment point and marked point with various parameters to control ditch geometry.

Default Tool Palette: Medians Subassemblies

Divided roads or highways requiring a depressed median
 

MedianDepressedShoulderExt: Depressed Median with various options for superelevation rotation and subgrade extension.

Default Tool Palette: Medians Subassemblies

Divided roads or highways requiring a depressed median
 

MedianDepressedShoulderVert: Similar to MedianDepressedShoulderExt except that shoulder termination is vertical rather than extending under the ditch slope. There is also a parameter to incorporate interior turn lanes.

Default Tool Palette: Medians Subassemblies

Divided roads or highways requiring a depressed median
 

MedianFlushWithBarrier: Creates a median that is flush with adjacent lanes and can include an optional jersey barrier. Subsurface courses that can be set to match the structure of abutting lanes.

Default Tool Palette: Medians Subassemblies

Divided roads or highways
 

MedianRaisedConstantSlope: Creates a cap for a raised median between the attachment point and a marked point. The cross slope of the top of the median is constant at a given section.

Default Tool Palette: Medians Subassemblies

Divided roads or highways where curbs define the edges of the median
 

MedianRaisedWithCrown: Similar to MedianRaisedConstantSlope except that the median cap is crowned by applying slope values either manually or through superelevation.

Default Tool Palette: Medians Subassemblies

Divided roads or highways where curbs define the edges of the median

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