HORIZONTAL CURVES
3. Find the tangent distance for a 1o curve with the measured ∆ using the equation for T, with a radius of 5729.578: T1 = 5729.578 tan ∆ 2 4. Then D is calculated from: D = T1 Desired T 5. Curve data are then calculated as: R = 5729.578 D L = 0.0174533 R ∆ Ε = R cos ∆ 2 - R T = R tan ∆ 2 PC = PI - T PT = PC + L ................
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