3. The bearings of the tangents of a simple curve are S5°50'E and S34°18'E, and its radius is 290 m. Determine the following: a. Sketch the simple curve with the correct bearing b. Determine the station of point of intersection if the point of curvature is at station 2+400 c. Determine the station at point of tangency

3. The bearings of the tangents of a simple curve are S5°50'E and S34°18'E, and its radius is 290 m. Determine the following: a. Sketch the simple curve with the correct bearing b. Determine the station of point of intersection if the point of curvature is at station 2+400 c. Determine the station at point of tangency

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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3. The bearings of the tangents of a simple curve are S5°50'E and S34°18'E, and its
radius is 290 m. Determine the following:
a. Sketch the simple curve with the correct bearing
b. Determine the station of point of intersection if the point of curvature is at
station 2+400
c. Determine the station at point of tangency
4. The intersection of the two tangents of a simple curve forms an angle of 28°. If the
radius of the curve is 4 times its tangent distance, determine the following using chord
basis.
a. Degree of curve
b. Radius
c. Station of point of intersection if point of tangency is at station 15+045

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