Given the compound curve with the vertex V inaccessible, angles A and B are equal to 16°20' ctively. Stationing at B is at 1+125. 92m. Degrees of curve are 3°30' and 4°00' for the first and se ctively. It is desired to substitute the compound curve with a simple curve that shall be tangent to the tv d TB, and as well as the common tangent TAB. Determine the radius of the simple curve and the station t e old P.T.
Given the compound curve with the vertex V inaccessible, angles A and B are equal to 16°20' ctively. Stationing at B is at 1+125. 92m. Degrees of curve are 3°30' and 4°00' for the first and se ctively. It is desired to substitute the compound curve with a simple curve that shall be tangent to the tv d TB, and as well as the common tangent TAB. Determine the radius of the simple curve and the station t e old P.T.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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
Transcribed Image Text:Given the compound curve with the vertex V inaccessible, angles A and B are equal to 16°20' and 13°30',
respectively. Stationing at B is at 1+125. 92m. Degrees of curve are 3°30' and 4°00' for the first and second curve,
respectively. It is desired to substitute the compound curve with a simple curve that shall be tangent to the two tangents,
TĄ and TB, and as well as the common tangent TAB. Determine the radius of the simple curve and the station the New P.C.
and the old P.T.
1+125. 92m
16°20'
LC1
P.C
13°30
OB
LC2
D1
R1
P.T
R2
O2
01
----- o O
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