Slideshare uses cookies to improve functionality and performance, and to provide you with relevant advertising. If you continue browsing the site, you agree to the use of cookies on this website. See our User Agreement and Privacy Policy.

Slideshare uses cookies to improve functionality and performance, and to provide you with relevant advertising. If you continue browsing the site, you agree to the use of cookies on this website. See our Privacy Policy and User Agreement for details.

Successfully reported this slideshow.

Like this presentation? Why not share!

10,326 views

Published on

Published in:
Engineering

No Downloads

Total views

10,326

On SlideShare

0

From Embeds

0

Number of Embeds

180

Shares

0

Downloads

496

Comments

0

Likes

16

No embeds

No notes for slide

- 1. www.justbtech.com Vertical Alignment
- 2. Mainly 2 components Gradient Ruling Exceptional Limiting Vertical Curves Summit Curves Valley Curves
- 3. Effects of Gradient Resistance to the vehicles Grade resistance Grade Compensation According to IRC (30+R)/R % Maximum Compensation = 75/R % Not required on flat gradients i.e., < 4%
- 4. Vertical Curves – Summit Curve
- 5. Shape of Summit Curve Circular Equal Sight distance at all points Most Ideal Parabola Good riding comfort Calculation of ordinates Laying out on ground Most preferred For small deviation angles above shapes doesn’t make substantial difference
- 6. Design Parameters for Length Sight Distance Stopping Sight Distance Overtaking Sight Distance Centrifugal Force Acts Upwards Counteracted by weight of vehicle
- 7. Summit Curve – S < L
- 8. Y = ax a = N/2L h1 = aS12 h2 = aS22 S1 = √h1/a S1 = √h2/a S = h1+h2 L = NS2/2(√h1+√h2)2
- 9. Summit Curve = S > L
- 10. Valley Curves Convexity Downwards Different types like summit curves
- 11. Valley curves - types
- 12. Design Parameters Daytime – No Problem SD reduces at night SSD under head lights CF acts downwards W acts downwards From the above Impact free movement of vehicles Availability of SSD Transition curves – for safely introducing C.F (P) Cubic Parabola shape is preferred
- 13. Length 2 transition curves of equal length Y = bX3 b= 2N/3L2 Allowable rate of change of acceleration = 0.6m/s2 Adequate sight distance
- 14. Length - Based on C.F Acceleration C = ((v2 /R) – 0) /t t = Ls/v From the above Ls = v3 / cR But for Cubic Parabola, R = Ls/N Hence, Ls = √(Nv3 /c) Required L = 2Ls N – deviation angle in radian, c = c.f acceleration, v = m/s
- 15. Based on SD = SD <L
- 16. Length – SD < L Available SD is minimum at Lowest Point Also it is start of transition curve In the above Formula, h1 = height of headlight beam (0.75m) α = head beam inclination in degrees (approx 1 degree) S = Sight dist
- 17. Length - SD > L
- 18. Length - SD > L Beginning and Ending Points of the curve SD Varies in both Cases SD calculated assuming vehicle is at beginning of the curve.
- 19. GATE 2015 Questions A vehicle is moving in a circular curve and it has a super elevation of e when it does not slide inwards. When friction factor is f (A) e f ≤ (B) e f ≥ (C) e f = (D) Cannot be determined Which of these statements is false? (1) Plumb line is along direction of gravity (2) Mean Sea Level in reference surface for establishing horizontal control (3) Mean Sea Level is simplification of geoid (4) Geoid is an equi potential surface of gravity
- 20. For a portion of highway descending gradient 1 in 25 meets an ascending gradient 1 in 20. A valley curve needs to be designed at a velocity of 90 kmph based on (i) Head light sight distance equal to stopping sight distance of a level terrain. Consider length of curve > SSD (ii) Comfort condition if rate of change of acceleration is 3 0.5 m / s Reaction time = 2.5 sec, coefficient of longitudinal friction µ = 0.35. Height of head light = 0.75 m, and beam angle o = 1 48. What is the length of valley curve as per headlight sight distance? What is the length of valley curve (in meter) based on comfort condition? Ans: 308, 106
- 21. While designing a hill road with a ruling gradient of 6%, if a sharp horizontal curve of 50m radius is encountered, the compensated gradient at the curve as per the Indian Roads Congress specifications should be (A) 4.4% (B) 4.75% (C) 5.0% (D) 5.25% A road is provided with a horizontal circular curve having deflection angle 550 and centre line radius of 250m. A transition curve is to be provided at each end of the circular curve of such a length that the rate of gain of radial acceleration is 0.3m/s3 at a curve required at each of the ends is (A) 2.57m (B) 33.33m (C) 35.73m (D) 1666.67m
- 22. A horizontal circular curve with a centre line radius of 200m is provided on a 2-lane, 2- way SH section. The width of the 2-lane road is 7.0m. Design speed for this section is 80 km per hour. The brake reaction time is 2.4s, and the coefficients of friction in longitudinal and lateral directions are 0.355 and 0.15, respectively. The safe stopping sight distance on the section is (A) 221m (B) 195m (C) 125m (D) 65m The set-back distance from the centre line of the inner lane is (A) 7.93m (B) 8.10m (C) 9.60m (D) 9.77m
- 23. GATE PREVIOUS QUESTIONS A rest vertical curve joins two gradients of +3% and -2% for a design speed of 80km/h and the corresponding stopping sight distance of 120m. The height of driver’s eye and the object above the road surface are 1.20m and 0.15m respectively. The curve length (which is less than stopping sight distance) to be provided is (A) 120m (B) 152m (C) 163m (D) 240m
- 24. The length of Summit Curve on a two lane two way highway depends upon (A) Allowable rate of change of centrifugal acceleration (B) Coefficient of lateral friction (C) Required Stopping Sight Distance (D) Required Overtaking Sight Distance
- 25. 1. A valley curve is formed by descending gradient n1= 1 in 25 and ascending gradient n2= 1 in 30. Design the length of the valley curve for V =80kmph. (Hint: c=0.6 m/cm3) 2. A vertical summit curve is formed by n1 = +3.0% and n2 = −5.0%. Design the length of the summit curve for V=80 kmph. 3. n1 = +1/50 and n2 = −1/80, SSD=180m, OSD=640m. Due to site constraints, L is limited to 500m. Calculate the length of summit curve to meet SSD, ISD and OSD. Discuss results. 1. c=0.6 m/cm3 , SSD=127.3m), L=max(73.1,199.5) 2. SSD=128m), L = 298m 3. L for SSD=240m, okay, L for OSD=1387m, > 500m not ok, L for ISD=439m ok
- 26. Pavement Materials Objectives Understanding Different types of materials for different types of pavements Different parameters for selecting the material Properties of Soil used for pavement design Testing and Evaluation of Pavement materials
- 27. Pavement Vertical Cross-Section Embankment Subgrade Subbase Base Wearing Course + Shoulders
- 28. Pavement Materials Variety of materials Soil Aggregates Bitumen Concrete Binders Geotextiles Etc Materials, Properties and Interaction b/w them decides properties of pavement. Durability and Stability are affected
- 29. Pavement materials Soil Deposit of earth material formed by disintegration of rocks etc. Used in Embankment, Subgrade Aggregates used in sub base and base Binders Bituminous mixes – aggregates+ Bitumen + binders In concrete pavements – Cement + reinforcement etc Recycled materials
- 30. Why Study? Understand the behaviour individually and in combination Characterize Classify/Grade For design purpose Study the condition of existing pavement Quality control Tests are conducted to ensure quality during pre and post construction phases. Lab tests on representative samples Field tests Estimation
- 31. Parameters considered for characterization Loads Stationary/ Moving Heavy/Light Application mode Climatic conditions Temperature, Rainfall, Moisture Weathering Action Behaviour under cyclic nature Wetting/Drying, Chemical Action, Freezing etc
- 32. Soil Used in Embankment, Subgrade, Shoulders Natural form or stabilized form Classified based on the particle size distribution and index properties IS Soil Classification Course Grained 50% > 0.075mm sieve Fine Grained - Viceversa Gravel – 80 to 4.75 mm Sand – 4.75 to 0.075mm Silt and Clay < 0.075mm
- 33. ThankYou

No public clipboards found for this slide

Be the first to comment