Surveying and Geomatics | 2. Transition Curves by Abraham | Learn Smarter
K12 Students

Academics

AI-Powered learning for Grades 8–12, aligned with major Indian and international curricula.

Professionals

Professional Courses

Industry-relevant training in Business, Technology, and Design to help professionals and graduates upskill for real-world careers.

Games

Interactive Games

Fun, engaging games to boost memory, math fluency, typing speed, and English skills—perfect for learners of all ages.

2. Transition Curves

The chapter focuses on the analysis and design of horizontal and vertical curves in road and railway engineering. It covers the geometric principles underlying curve design, including super-elevation, transition curve length, and the characteristics of various curve types. The importance of curves in ensuring vehicle safety, comfort, and operational efficiency is emphasized through mathematical relations and practical design considerations.

Enroll to start learning

You’ve not yet enrolled in this course. Please enroll for free to listen to audio lessons, classroom podcasts and take practice test.

Sections

  • 2.6

    Transition Curves

    This section covers transition curves, which are essential in road and railway design to ensure smooth transitions between straight and curved paths.

  • 2.6.1

    Super-Elevation

    Super-elevation is a crucial concept in road and railway design wherein the lateral slope of a curve is increased to counteract the effects of centrifugal force on vehicles.

  • 2.6.2

    Length Of A Transition Curve

    This section focuses on the calculation methods for determining the length of a transition curve in roadway and railway constructions.

  • 2.6.3

    Characteristics Of A Transition Curve

    This section covers the geometric and physical characteristics of transition curves in road and railway design, emphasizing their importance in ensuring smooth transitions between straight and curved path segments.

  • 2.7

    Vertical Curves

    Vertical curves facilitate smooth transitions in gradients for roadways and railways, enhancing visibility and safety.

  • 2.7.1

    Types Of Vertical Curves

    Vertical curves are essential for ensuring safety and comfort in road and railway design, primarily manifested in summit and valley curves.

  • 2.7.2

    Elements Of A Vertical Parabolic Curve

    Vertical curves are essential for connecting two gradients smoothly, enhancing driving comfort and visibility.

  • 2.7.3

    Characteristics Of A Vertical Curve

    Vertical curves are essential components in road and rail design that facilitate smooth transitions between different gradients.

  • 3

    Unit Summary

    This unit discusses horizontal and vertical curves in road and railway design, focusing on their importance due to terrain and geometric requirements.

  • 4

    Solved Examples

    This section presents solved examples to illustrate the application of super-elevation and various aspects of road curve design.

  • 4.1

    Example 2.1

    This section discusses the principles of super-elevation and the computation of transition curves in horizontal and vertical alignments.

  • 4.2

    Example 2.2

    This section covers the concepts related to super-elevation, transition curves, and vertical curves in road design.

  • 4.3

    Example 2.3

    This section focuses on the analysis of super-elevation and the equational dynamics involved in highway and railway transition curves.

  • 4.4

    Example 2.4

    This section covers the principles of maintaining equilibrium in vehicle motion over curved paths, specifically focusing on super-elevation, transition curves, and their characteristics.

  • 4.5

    Example 2.5

    This section discusses super-elevation, transition curves, and vertical curves in road and railway design.

  • 4.6

    Example 2.6

    This section discusses the calculations and key components involved in setting out a circular curve connecting two straight alignments.

  • 4.7

    Example 2.7

  • 4.8

    Example 2.8

  • 4.9

    Example 2.9

    This section explores setting out a circular curve with focus on the required calculations for a curve of specified radius and deflection angle.

References

2c.pdf

Class Notes

Memorization

What we have learnt

  • Super-elevation is crucial ...
  • The length of transition cu...
  • Vertical curves, whether su...

Final Test

Revision Tests