Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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A reverse curve connects two parallel tangents 8 m apart. If the central angle is 30°, find the length of the common radius.
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- The offset distance of the simple curve from PT to the tangent line passing through the PC is equal to 120.20m. The stationing of PC is at 2 + 540.26. The simple curve has an angle of intersection of 50° a. Compute the degree of curve. b. Compute the external distance. c. Compute the length of long chord.arrow_forwardLength of the curve depends on the criteria used for defining the degree of .the curve True O False Oarrow_forward3. If the length of the long chord and middle ordinate are 152 m and 5 m, respectively, determine the ff: a) Radius of the simple curve b) Degree of curve (arc basis)arrow_forward
- The slope dv/dx is positive when the tangent to the elastic curve slopes upward to the right. O False True L MO B UNarrow_forwardshow solution plsarrow_forwardA simple curve connects two tangents AB and BC with bearings N 85°30'00" E and S 68°30'00"E, respectively. If the stationing of B is 4+360.2, and the stationing of PC is 4+288.4, determine the following: a. Radius Answer: R= b. External Distance Answer: E= c. Middle Ordinate Answer: M= d. Chord Distance Answer: Lc= e. Length of Curve Answer: L= m m m m Earrow_forward
- Q1B) A circular horizontal curve having radius (R)=100 m and Deflection angle (0)= 60°. Compute the basic elements (L,LC,T,M,E) of the curve. gure below:arrow_forwardIn a compound curve, the line connecting the P.l. at point V and the PC is an angle bisector. VA is 270 meters and BV =90 m. The stationing of A is 6+421 and that of B is 6+721. Point A is along the tangent passing through PC while point B is along the tangent passing through PT. The PC is also along AB. a. Compute the radius of the first curve b. Compute the radius of the second curve c. Determine the length of the line connecting PC and PT.arrow_forwardQUESTION 7 Determine the common tangent of a reversed curve given the following properties: 11 = 38.90° D₁ = 5.75° 12 = 37.95⁰ D2 = 3.81° NOTE: Solution is not required.arrow_forward
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