A muqarnas pavement in a public park in the form of a simple horizontal circular curve (the front tangent is perpendicular to the rear tangent and the distance from the middle of the curve to the middle of the main chord is 2.35 m and the station of the intersection point of the two tangents is 08.0 + 14 Calculate: the station, angle and length of the first part required to be dropped from the curve on Basis for 1/40 station?
A muqarnas pavement in a public park in the form of a simple horizontal circular curve (the front tangent is perpendicular to the rear tangent and the distance from the middle of the curve to the middle of the main chord is 2.35 m and the station of the intersection point of the two tangents is 08.0 + 14 Calculate: the station, angle and length of the first part required to be dropped from the curve on Basis for 1/40 station?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A muqarnas pavement in a public park in the form of a simple horizontal circular curve (the front tangent is perpendicular to the rear tangent and the distance from the middle of the curve to the middle of the main chord is 2.35 m and the station of the intersection point of the two tangents is 08.0 + 14 Calculate: the station, angle and length of the first part required to be dropped from the curve on Basis for 1/40 station?
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