Versions Compared

Key

  • This line was added.
  • This line was removed.
  • Formatting was changed.

The horizontal curve represents the alignment behavior in the XY plane. When calculated, it’s the default tab that will be shown when an alignment is selected. It is therefore the position of each element in space. All of the arcs depicted are tangents to the preceding and following elements, and if their radius is positive, they turn clockwise. In the following example (which is the curve from the PI example), the alignment starts with a line followed by an arc that starts at chaining 1830.776 with a radius of 800m turning counter clockwise, and ending at chaining 2290.102.

77.png


The horizontal curve tab has the same options as the PI tab, as well as the pick_line.png option that can be used to pick a polyline in the main window.


Table of columns in the Horizontal Align. tab:

Column

Description

No

Sequential number in the current alignment.

Chaining

Chaining of the current point.

Eq.Ch.

A fixed value to replace the chaining value. This value is created during verification, and does not change the point's position in any way.

Name

Point number in the descriptive file.

X

X coordinate of the point.

Y

Y coordinate of the point.

PCode

PCode of the point.

Element

Choose between: “Line”, “Arc”, “Spiral”, “Symmetric spiral” or “End

Param.Hor.Curve

The horizontal curve's parameters. View-only mode.



It is possible to edit the horizontal curve here rather than with the PIs. Simply change the element's type to an event, and the next segment will change accordingly. You can also generate an alignment with non-tangent curves.


Element type options:

Option

Description

Interface

Line

In the alignment, the current segment is straight.

You can choose its next point or define its direction in degrees and its length.

Tangent = calculate the last segment's direction and apply it to the current segment.

Arc

In the alignment, the current segment is curved (arc element).

It can be defined in several ways:

  1. By its center point

  2. By its midpoint

  3. By its radius

  4. By its radius, chord, and direction

  5. By a tangent direction and a point.

Spiral

In the alignment, the current segment is a spiral.

It is defined by the following elements:

  1. minimum radius of curvature

  2. length of the spiral

  3. or the tangent direction and a point.

Symmetric spiral

In the alignment, the current segment is a spiral-arc-spiral combination.

It is defined by the following elements:

  1. minimum radius of curvature

  2. length of the spiral