On a rail road line, two tangents that intersects at station 10 + 236 so as to form an angle of 33° are to be connected by a compound curve consisting of two simple curves. The simple curve beginning at the P.C. which is at station 10 + 157 is to be 5.9° curve and is to have a central angle of 16°. What should be the radius (m) of the other simple curve that ends at the P.T. Express your answer in 2 decimal places.

On a rail road line, two tangents that intersects at station 10 + 236 so as to form an angle of 33° are to be connected by a compound curve consisting of two simple curves. The simple curve beginning at the P.C. which is at station 10 + 157 is to be 5.9° curve and is to have a central angle of 16°. What should be the radius (m) of the other simple curve that ends at the P.T. Express your answer in 2 decimal places.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Q.9 is what i need the answer to pls. 1. A simple horizontal curve of radius 750 ft connects two tangents that intersect at an angle of 66°30'. Compute the parts of the curve, including T, L, LC, E, and M. 9. For the simple curve in Problem 1, if the station of the PI is 22 +50, what are the stations of the PC and the PT?
Subject is transportation Engineering
answer question 26 only
FULL SOLUTION PLEASE. DO NOT ROUND OFF PLEASE.The common tangent BC of a reverse curve is 281 m and has an azimuth of 311 degrees . AB is tangent of the first curve whose azimuth is 250 and a distance of 320 m while CD is tangent of the second curve whose azimuth is 211 degrees and a distance of 301 m. If the radius of the second curve is 190 m, determine the following:A. radius of the first curveB. length of the curve from PC to PT
10-1. A simple horizontal curve of radius 750' connects two tangents that intersect at an angle of 66° 30’ Compute T, L, LC, E, and M. 10-3. What is the degree of curve (using the arc definition) in problem #1? 10-5. A simple curve is to be laid out so that its middle ordinate is at least 75'. If the tangents intersect at an angle of 40°, what is the highest degree of curve that can be used? 10-7. The radius of a simple curve is twice its tangent distance. What is the angle of intersection? 10-9. For the simple curve in problem #1, if the station of the PI is 22+50, what are the stations of the PC and PT?
Please also show the diagram/graph of curve.
PLEASE SOLVE ALL OF THE NUMBERS. ANSWER CORRECTLY
answer question 30 only
Provide illustration and complete solution.
Situation 1] A circular road is proposed to be laid out with tangent AB whose bearing is N85054'E intersecting another tangent line BC whose bearing is N48°30'E. If the degree of the curve is 4.5°, using arc basis, determine the following: Tangent distance of the curve, T ii. i. Long chord of the curve, C Middle ordinate, M External distance, E iii. iv. Length of the road, LC If the station of point B 10+584, determine the station of PT. V. vi.
answer question 27 only
answer question 32 only