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Line tangent to circles horizontal curve layout, Horizontal curve layout, Curve layout – Spectra Precision Survey Pro v4.9 User Manual

Page 203: Screen, Line tangent to circles

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Sector: is the area between the arc length and the two edge radii.

Fillet: is the area between the arc length and the tangents.

Line Tangent to Circles

[Curve] [Tangent to Circle]

Will compute the location of a line that is tangent to the specified sides of two specified circles.

Tangent Line: determines which sides of the circles the computed line will be tangent to as you occupy the 1st Radius
Point and face the 2nd Radius Point.

1st / 2nd Radius Pt: defines the points around which the circles are computed.

Radius: defines the radius of the circles that are used to compute the Tangent Line.

Store Tan Pt: When checked, will store the computed tangent points.

[Solve]: computes the location of the tangent line and optionally stores the two tangent points.

Results

TP 1: displays the coordinates for the first tangent point.

TP 2: displays the coordinates for the second tangent point.

Azimuth: is the azimuth of the tangent line from the first tangent point to the second.

Distance: is the length of the tangent line.

Horizontal Curve Layout

[Curve] [Curve Layout]

The Curve Layout screen is used to assist in the layout of a horizontal curve by computing the direction and distance to
points on the curve using a variety of methods.

Method : The method determines how the points on the curve are laid out. Each method is described below.

PC Deflection: provides deflection angles and distances to each station on the curve as if occupying the PC and
backsighting the PI. The results are given in the following format:

Station: is the current station on the curve.
Deflection: is the angle to turn to the current station.
Long chord: is the distance from the PC to the current station.
Short chord: is the distance from the previous station to the current station.

PI Deflection: provides deflection angles and distances to each station on the curve as if occupying the PI and
backsight the PC. The results are given in the following format:

Station: is the current station on the curve.

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