Clicky

Transition Curve In Highways – Purpose-Requirements-Example

Transition Curve In Highways – Purpose-Requirements-Example

Transition Curve

Transition curve as the name suggests, is usually a horizontal curve in plan provided to allow transition from a straight alignment to a circular curve gradually. In other words, it is a curve which connects a with infinite radius and radius R. Transition curves are usually provided between a straight and curved track/roads.

Transition Curve Transition curve as the name suggests, is usually a horizontal curve in plan provided to allow transition from a straight alignment to a circular curve gradually. In other words, it is a curve which connects a with infinite radius and radius R. Transition curves are usually provided between a straight and curved track/roads.
Transition Curves employed in interchanges in the USA

Objectives or Purpose

Transition curves are provided to serve following purposes. To provide Super Elevation in a gradual manner and to reduce the radius from infinity at a straight junction to a radius R at curved junction gradually. Transition curves also reduces the effect of sudden jerk on passengers due to the effect of centrifugal force induced on vehicles at curves.

Other Post

What is Difference Between Whole Circle Bearing and Quadrantal Bearing

An ideal Transition curve should satisfy following requirements,

  • The curve should be tangential at its junction points so that the radius of transition is infinity at straight junction and R at the curved junction.
  • Rate of change of super-elevation is equal to the rate of change of curvature so that full super-elevation can be provided within the length of transition curve.

 

Spirals and clothoids are mostly adopted to provide transition curves, as suggested by design codes. Apart from these, cubic parabolic curves and lemniscates are also used as per alignment requirements. Governing parameters for setting out these curves are the acceleration of vehicles, the required super elevations, lengths available for transition and deflection angles. Empirical formulas are used to design transition curves.

Transition Curve in Highways PurposeRequirements Example 01

Transition Curve – Straight to Curve Transformation

Example Transition Curve Calculation

Determine the length of transition curve for a BG track having 4deg curvature and super-elevation of 12 cm. The maximum permissible speed on the curve is 85kmph.

Radius = 1720/ 4 deg = 430m

maximum speed allowed on track, Martin’s formula

Vmax1 = 4.35x sqrt(430- 67) = 82.87kmph

Max Cant deficiency for BG  = 7.6cm

Theoretical super-elevation= SE act + D = 12+ 7.6 = 19.6 cm = 0.196m

Vmax2 = sqrt (127xRxSE th/G) = sqrt(127 x 430 x 0.196/ 1.676) = 79.9

therefore maximum speed allowed  Vmax = min(82.87,85,79.9)  = 79kmph

Learn More 

Calculation Of Super Elevation

Length of Transition curve

L =  4.4 sqrt(R)= 4.4 sqrt(430) = 91.2m

L = 3.6 SE = 3.6*12 = 43.2m

L (as per rate of change of radial acc.) = 3.28 * V^3 / R = 3.28 *  (0.278 * 79)^3 / 430 = 80.80m

Therefore Length of TC ~92m


Other Post

  1. What is The Benefits and Drawbacks Of Total Station.

  2. What is Drone Surveying And Benefits Of the Drone Surveying.

  3. Why Camber is Provided in Road Construction 

  4. Linear measurements in the surveying by Direct Method

  5. How To Calculate Height In Surveying With Angle & Distance


To Get more information, Visit Our Official website

.

Land Surveying & Architects

JOIN US & LIKE OUR OFFICIAL FACEBOOK PAGE

THANKS.

About Raja Junaid Iqbal

Hi My name is Raja Junaid Iqbal and i am Land Surveyor by Profession but I've specialized in the field of Q,S and land development. As Professional Surveyor I engaged my self in all over the Gulf since 14 years.

Check Also

Hight of Instruments

How to Calculate the RL by HI method in surveying

How to Calculate the RL by HI Method in Surveying. In this article i will …

Leave a Reply

Your email address will not be published. Required fields are marked *

error: Content is protected !!