FIELDWORK NO.1: LAYING-OUT A SIMPLE CURVE BY DEFLECTION ANGLE МЕТHOD GIVEN: The bearings of two tangents are S15°20'E and N23°17'E. If the degree of curve is 20° for a chord of 20 meters and the stationing of the vertex is 23+105.15. Lay-out the simple curve using deflection angle of a point method. (Note that the first miscellaneous point stationing on the simple curve after the Point of Curvature must be a whole number and divisible by 20-m)
FIELDWORK NO.1: LAYING-OUT A SIMPLE CURVE BY DEFLECTION ANGLE МЕТHOD GIVEN: The bearings of two tangents are S15°20'E and N23°17'E. If the degree of curve is 20° for a chord of 20 meters and the stationing of the vertex is 23+105.15. Lay-out the simple curve using deflection angle of a point method. (Note that the first miscellaneous point stationing on the simple curve after the Point of Curvature must be a whole number and divisible by 20-m)
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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PLEASE LAY OUT THE SIMPLE CURVE. THANK YOU.
![FIELDWORK NO.1: LAYING-OUT A SIMPLE CURVE BY DEFLECTION ANGLE
МЕТHOD
GIVEN:
The bearings of two tangents are S15°20'E and N23°17'E. If the degree of curve is 20° for a
chord of 20 meters and the stationing of the vertex is 23+105.15. Lay-out the simple curve using
deflection angle of a point method. (Note that the first miscellaneous point stationing on the
simple curve after the Point of Curvature must be a whole number and divisible by 20-m)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe0f80902-a10e-4122-a465-bc0757875c86%2F4f81b4f5-a136-4289-a814-2ecc083ee636%2Fwsd8r1n_processed.jpeg&w=3840&q=75)
Transcribed Image Text:FIELDWORK NO.1: LAYING-OUT A SIMPLE CURVE BY DEFLECTION ANGLE
МЕТHOD
GIVEN:
The bearings of two tangents are S15°20'E and N23°17'E. If the degree of curve is 20° for a
chord of 20 meters and the stationing of the vertex is 23+105.15. Lay-out the simple curve using
deflection angle of a point method. (Note that the first miscellaneous point stationing on the
simple curve after the Point of Curvature must be a whole number and divisible by 20-m)
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