A reverse curve connects two converging tangents intersecting at an angle of 30 degrees. The distance of this intersection from the PI of the curve is 150 meters. The deflection angle of the common tangent from the back tangent is 20 degrees (first curve) and the azimuth of the common tangent is 320 degrees. The degree of curve of the second simple curve is 6 degrees and the stationing of the point of intersection of the first curve is 4+450. Determine the stationing of the PC, PRC, and PT. Use the formula R=1145.916/D
A reverse curve connects two converging tangents intersecting at an angle of 30 degrees. The distance of this intersection from the PI of the curve is 150 meters. The deflection angle of the common tangent from the back tangent is 20 degrees (first curve) and the azimuth of the common tangent is 320 degrees. The degree of curve of the second simple curve is 6 degrees and the stationing of the point of intersection of the first curve is 4+450. Determine the stationing of the PC, PRC, and PT. Use the formula R=1145.916/D
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A reverse curve connects two converging tangents intersecting at an angle of 30 degrees. The distance of this intersection from the PI of the curve is 150 meters. The deflection angle of the common tangent from the back tangent is 20 degrees (first curve) and the azimuth of the common tangent is 320 degrees. The degree of curve of the second simple curve is 6 degrees and the stationing of the point of intersection of the first curve is 4+450. Determine the stationing of the PC, PRC, and PT.
Use the formula R=1145.916/D
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Pls. Use the formula R=1145.916/D in getting the R or R2
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