irc, aashto design of geometrics (hor. & ver.)

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  • 8/11/2019 IRC, AASHTO Design of Geometrics (Hor. & Ver.)

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    Parameters V (Kmph)VR

    (Kmph)emax (%)

    f max(%)

    Description Design Speed

    (120/100/80/65/60/50/40)

    RunningSpeed

    MaximumSuperelevation

    allowable

    Maximum radialfriction factor that can

    be mobilised

    Formula/Reference

    The designer has tochoose based on thetype of road facility

    Exhibit 3-14 ofGreen Book

    2004

    The designer has tochoose based on the

    terrain, rainfall,snowfall, amount oflow speed traffic, etc

    IRC: 73 assumes constant

    f max (=0.15) irrespective ofthe Design Speed. However,

    it is better based on IRCGuidelines for

    Expressway/AASHTO .

    Values 100 85 7.0% 0.11

    Input Parameters (as

    marked ) (%)

    Maximum RelativeGradient , which is

    dependent on Designspeed V (vide Ex 3-

    30)

    0.44%

    Sl. No. R

    (m)ecal(%)

    e (%) f mob

    Description Design Radius

    Calculated

    Superelevation

    Design

    Superelevation

    Mobilised Friction

    factor

    Formula Designer's choiceV/225R or 7%whichever is less

    IRC Horizontal Geometry Design for Rural (Open

    * (Strictly speaking, up to 2 lanes carriageway this design is alright, however, for more thaand Design L s in (9) are incorrect

    Evaluation of Design Superelevation (e) vis--vis given De

    W (m)

    Width of Roadway rotated as a plane section (it includes

    carriageway lanes and pavedshoulder, if any, with same cross

    slope as the lanes.

    7

    bw

    Adjustment factor for number ofequivalent lanes (say, n 1=W/3.6) rotated as

    a plane section (vide Exihit 3-31), bw={(1+0.5(n 1-1)}/n 1

    0.757142857

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    (1) (2) (3) (4)

    60 Inadequate R Inadequate R Inadequate R 80 Inadequate R Inadequate R Inadequate R 90 Inadequate R Inadequate R Inadequate R

    100 Inadequate R Inadequate R Inadequate R

    120 Inadequate R Inadequate R Inadequate R 140 Inadequate R Inadequate R Inadequate R 150 Inadequate R Inadequate R Inadequate R 160 Inadequate R Inadequate R Inadequate R 200 Inadequate R Inadequate R Inadequate R 250 Inadequate R Inadequate R Inadequate R 260 Inadequate R Inadequate R Inadequate R 300 Inadequate R Inadequate R Inadequate R 350 Inadequate R Inadequate R Inadequate R

    400Inadequate R Inadequate R Inadequate R

    440 10.10% 7.0% 0.1090

    450 9.88% 7.0% 0.1050

    500 8.89% 7.0% 0.0875550 8.08% 7.0% 0.0732600 7.41% 7.0% 0.0612650 6.84% 6.8% 0.0528670 6.63% 6.6% 0.0512700 6.35% 6.3% 0.0490750 5.93% 5.9% 0.0457800 5.56% 5.6% 0.0429850 5.23% 5.2% 0.0403900 4.94% 4.9% 0.0381950 4.68% 4.7% 0.0361

    1000 4.44% 4.4% 0.0343

    1050 4.23% 4.2% 0.03271100 4.04% 4.0% 0.03121150 3.86% 3.9% 0.02981200 3.70% 3.7% 0.02861250 3.56% 3.6% 0.02741300 3.42% 3.4% 0.02641350 3.29% 3.3% 0.0254

    1400 3.17% 3.2% 0.0245

    1450 3.07% 3.1% 0.02371500 2.96% 3.0% 0.02291550 2.87% 2.9% 0.0221

  • 8/11/2019 IRC, AASHTO Design of Geometrics (Hor. & Ver.)

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    1600 2.78% 2.8% 0.02141650 2.69% 2.7% 0.02081700 2.61% 2.6% 0.02021750 2.54% 2.5% 0.01961800 2.47% 2.5% 0.0191

    18502.40% 2.4% 0.0185

    1900 2.34% 2.3% 0.01811950 2.28% 2.3% 0.01762000 2.22% 2.2% 0.01712050 2.17% 2.2% 0.01672100 2.12% 2.1% 0.01632150 2.07% 2.1% 0.01602200 2.02% 2.0% 0.01562250 1.98% NC 0.05502300 1.93% NC 0.05422350 1.89% NC 0.05352400 1.85% NC 0.05282450 1.81% NC 0.05212500 1.78% NC 0.05152550 1.74% NC 0.05092600 1.71% NC 0.05032650 1.68% NC 0.04972700 1.65% NC 0.04922750 1.62% NC 0.04862800 1.59% NC 0.04812850 1.56% NC 0.04762900 1.53% NC 0.04722950 1.51% NC 0.04673000 1.48% NC 0.04623050 1.46% NC 0.04583100 1.43% NC 0.04543150 1.41% NC 0.04503200 1.39% NC 0.0446

    3250 1.37% NC 0.04423300 1.35% NC 0.04393350 1.33% NC 0.0435

  • 8/11/2019 IRC, AASHTO Design of Geometrics (Hor. & Ver.)

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  • 8/11/2019 IRC, AASHTO Design of Geometrics (Hor. & Ver.)

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    Rmin(m)

    Minimum Radius to beadopted in design of

    H-curve

    438

    eff (%) based on AASHTO

    Maximum EffectiveRelative Gradient,

    eff = /b w

    0.58%

    1 in 172

    Vcheck(Kmph)

    LS(m)

    LS(m)

    DesignLS (m)

    Check for Speed (basedon e and f max), However,

    this is not correct, asf max is not going to bemobilised for all radii.

    Clothoid Length(based onallowable

    introduction ofRadial

    Acceleration ( C)

    ClothoidLength

    ()

    2.7*V 2/R forPlain or

    Rolling, V 2/Rfor

    Mountaneousor Steep

    Maximum of thevalues among

    (6) and (7)rounded up tomultiple of 5

    Highways

    2 lanes the R vs e is correct but L r in (6)

    c(%)

    Normal Cross Slope(NC) / Camber

    The designer has tochoose the CS/Camber

    based on the road surfacetype and rainfall intensity(vide table 5 of IRC: 38)

    2.0%

    Evaluation of

    Design RunoffLength (L r )

    0.67%

    eff (%) based on IRC

    Maximum EffectiveRelative Gradient, eff = 1 in 150 , for

    Plain or Rolling terrain,and = 1 in 60 for

    Mountainous or steep.

    Terrain should be one of thefollowing, Plain (P) or

    Rolling ( R) or Mountainous(M) or Steep (S). Enter the

    letter in the parenthesis asappropriate.

    p

    ign Radius (R)Evaluation of Design Clothoid Spiral

    Length (L S) for the design controls givenabove

    C (m/s 3)

    Rate of change of Radialacceleration, which is derived bythe formula, C=80/(75+V), in no

    case it should lie beyond (0.5,0.8)

    0.5

    Terrain Type

    1 in 150

    Minimum DesignRunoff (which dependson e, W and eff ) based

    on the equation

    Lr = W * e / eff

    Lr(m)

  • 8/11/2019 IRC, AASHTO Design of Geometrics (Hor. & Ver.)

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    (5) (7) (8) (9)Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA

    NAInadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    100.2915749 98 61 100

    101.424849 96 60 100

    106.9111781 86 54 90

    112.1293895 79 49 80

    117.1153278 72 45 75

    121.3463821 67 42 75

    122.492222 65 40 75

    124.1911609 62 39 70

    126.9722192 58 36 65

    129.6936561 54 34 60

    132.3591495 51 32 60

    134.9720136 48 30 55

    137.535248 46 28 55

    140.0515778 43 27 50

    142.5234873 41 26 45

    144.9532492 40 25 45

    147.3429484 38 23 45

    149.6945037 36 23 40

    152.0096854 35 22 40

    154.2901307 34 21 40

    156.537358 32 20 40

    158.7527778 31 19 40

    160.9377036 30 19 35

    163.0933611 29 18 35

    165.2208959 28 17 35

    NA

    NA

    NA

    NA

    36

    33

    33

    33

    57

    72

    54

    51

    48

    45

    45

    42

    39

    39

    36

    36

    NA

    75

    75

    75

    75

    72

    69

    63

    60

    ( L r

    ) . W h e r e , S

    p i r a

    l C u r v e

    i s n o

    t r e q u i r e

    d , t h e

    R u n - o

    f f L e n g t

    h s h o u

    l d b e u s e d , a s

    g i v e n

    i n c o

    l u m n

    ( 6 ) .

    75

    NA

    NA

    NA

    NA

    NA

    (6)

    NA

    NA

    NA

    NA

  • 8/11/2019 IRC, AASHTO Design of Geometrics (Hor. & Ver.)

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    167.3213807 27 17 30

    169.3958218 27 16 30

    171.4451645 26 16 30

    173.4702985 25 15 NR

    175.4720617 24 15 NR

    177.4512453 24 15 NR

    179.4085964 23 14 NR

    181.3448219 23 14 NR

    183.2605916 22 14 NR

    185.1565404 21 13 NR

    187.033271 21 13 NR

    188.8913562 20 13 NR

    190.731341 20 12 NR

    160.3667671 NR NR NR

    162.1388294 NR NR NR

    163.8917326 NR NR NR

    165.6260849 NR NR NR

    167.3424632 NR NR NR

    169.041415 NR NR NR

    170.7234606 NR NR NR

    172.3890948 NR NR NR

    174.0387888 NR NR NR

    175.6729917 NR NR NR

    177.2921318 NR NR NR

    178.8966182 NR NR NR

    180.4868416 NR NR NR

    182.0631758 NR NR NR

    183.6259786 NR NR NR

    185.1755923 NR NR NR

    186.7123456 NR NR NR

    188.2365533 NR NR NR

    189.7485178 NR NR NR

    191.2485294 NR NR NR

    192.7368673 NR NR NR

    194.2137997 NR NR NR

    195.679585 NR NR NR

    NR

    NR

    NR

    24

    30

    27

    27

    27

    27

    24

    24

    30

    NR

    24

    24

    24

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    30

    NR

    NR

    NR

    W h e r e e v e r

    S p i r a l

    C u r v e

    i s p r o v

    i d e d , i

    t s l e n g

    t h ( L

    S ) i s a l s o e q u a

    l t o t h e

    R u n - o

    f f L e n g t

    h

    NR

    NR

    NR

  • 8/11/2019 IRC, AASHTO Design of Geometrics (Hor. & Ver.)

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    It is considered that Spiral Transition is not required for "Those radii" for which the "Radial Acceleration (V 2/13R)" becomes less than 0.45 m/s 2, asthe corresponding sideway jerk is so less that the traffic can comfortablyadjust when they directly enter into a Circular Curve from TangentAlignment. Reference can be drawn from page 187 of AASHTO 2004.Where Spiral is absent, of the Run-off is to be provided on Tangent

    and remaining would be on the Circular Curve.

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    Parameters V

    (Kmph)VR

    (Kmph)emax(%)

    f max(%)

    Rmin(m)

    R PI(m)

    Description Design SpeedRunning

    Speed

    Maximumsuperelevation

    allowable

    Maximum

    radialfrictionfactor that

    can bemobilised

    MinimumRadius to beadopted in

    design of H-curve

    Vide Exhibit3-18

    Formula/Reference

    The designerhas to choose based on thetype of road

    facility

    Exhibit 3-14 ofGreen Book

    2004

    The designerhas to choose based on the

    terrain,rainfall,

    snowfall, etc

    Exhibit 3-12(or 3-15) ofGreen Book

    2004

    Values 100 85 7.0% 0.12 414 813

    InputParameters (as

    marked )

    R(m) f (e+f)

    e(%)

    a cu a on o es gn p ra urve eng S an

    Maximum RelativeGradient , which is

    dependent on Design speedV (vide Ex 3-30)

    MaximuRelative Gra is derived b

    (vide E

    eff =

    Evaluation of Design Friction Factor (f), andconsequently the Design Superelevation (e) vis--vis

    given Design Radius (R)

    0.725

    W (m)

    Width of Roadway rotated as a plane section (it includes

    carriageway lanes and paved

    shoulder, if any, with same crosslope as the lanes

    EvaluationRunoff L

    8

    (%)

    0.44%

    eff

    0.6

    bwAdjustment factor for

    number of equivalent lanes(say, n 1=W/3.6) rotated asa plane section (vide Exihit

    3-31), b w={(1+0.5(n 1-1)}/n 1

    (

  • 8/11/2019 IRC, AASHTO Design of Geometrics (Hor. & Ver.)

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    Description Design RadiusDesign Friction

    factor

    Design valueof summation

    ofSuperelevation and Friction

    factor

    DesignSuperelevati

    on

    Formula Designer's

    choice

    C a s e

    1 ( w h e n

    R < R P

    I ) ,

    f = h P

    I +

    S 2 { ( 1 / R ) - ( 1 / R

    P I ) } + M O * [ { ( 1 / R m

    i n )

    - ( 1 / R ) } / L

    2 ] 2

    C a s e

    2 ( w h e n

    R

    R P I ) , f

    = M O * ( R P

    I / R ) 2 + ( S

    1 / R )

    (e+f) - f

    (1) (2) (3) (4)400 NA NA

    420 0.117489163 0.1874766 7.0%

    450 0.105424551 0.1749781 7.0%

    500 0.089572457 0.1574803 6.8%

    550 0.077503622 0.1431639 6.6%

    600 0.068065737 0.1312336 6.3%

    650 0.0605197 0.1211387 6.1%

    700 0.054372592 0.1124859 5.8%

    750 0.04928472 0.1049869 5.6%800 0.045015357 0.0984252 5.3%

    850 0.041387016 0.0926355 5.1%

    900 0.038264986 0.0874891 4.9%950 0.035553638 0.0828844 4.7%

    1000 0.033179678 0.0787402 4.6%1050 0.031085894 0.0749906 4.4%1100 0.029227039 0.071582 4.2%1150 0.027566909 0.0684697 4.1%1200 0.02607622 0.0656168 4.0%1250 0.024731057 0.0629921 3.8%1300 0.023511714 0.0605694 3.7%1350 0.022401819 0.058326 3.6%1400 0.021387671 0.056243 3.5%1450 0.02045772 0.0543036 3.4%1500 0.019602167 0.0524934 3.3%1550 0.018812651 0.0508001 3.2%1600 0.018081998 0.0492126 3.1%

    4

    4

    4

    55

    4

    4

    4

    6

    6

    5

    5

    5

    (

    9

    9

    9

    8

    8

    8

    7

    7

    7

    6

    6

    6

    MinimuRunoff (whon e, W and

    on the e

    Lr = W

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    1650 0.017404016 0.0477213 3.0%1700 0.01677334 0.0463177 3.0%1750 0.016185297 0.0449944 2.9%1800 0.0156358 0.0437445 2.8%1850 0.01512126 0.0425622 2.7%1900 0.014638513 0.0414422 2.7%

    1950 0.014184761 0.0403796 2.6%2000 0.013757518 0.0393701 2.6%2050 0.013354573 0.0384098 2.5%2100 0.012973948 0.0374953 2.5%2150 0.012613874 0.0366233 2.4%2200 0.012272758 0.035791 2.4%2250 0.011949169 0.0349956 2.3%2300 0.011641813 0.0342349 2.3%2350 0.011349517 0.0335064 2.2%2400 0.01107122 0.0328084 2.2%

    2450 0.010805956 0.0321388 2.1%2500 0.010552843 0.0314961 2.1%2550 0.010311079 0.0308785 2.1%2600 0.010079927 0.0302847 2.0%2650 0.009858715 0.0297133 2.0%2700 0.009646824 0.029163 2.0%2750 0.009443685 0.0286328 1.9%2800 0.009248774 0.0281215 1.9%2850 0.009061607 0.0276281 1.9%2900 0.008881739 0.0271518 1.8%

    2950 0.008708756 0.0266916 1.8%3000 0.008542274 0.0262467 1.8%3050 0.008381939 0.0258164 1.7%3100 0.00822742 0.0254001 1.7%3150 0.00807841 0.0249969 1.7%3200 0.007934623 0.0246063 1.7%3250 0.007795793 0.0242277 1.6%3300 0.00766167 0.0238607 1.6%3350 0.007532021 0.0235045 1.6%3400 0.007406628 0.0231589 1.6%3450 0.007285288 0.0228232 1.6%3500 0.007167809 0.0224972 1.5%

    3

    3

    2

    2

    2

    3

    3

    3

    3

    3

    3

    3

    3

    3

    3

    3

    3

    3

    3

    3

    4

    3

    2

    2

    2

    2

    2

    2

    2

    2

    2

    2

    2

    2

    It is considered that Spiral Transition is not required for radii more than 1700 m for the set ofconsideration is based on the premise that on the tangent alignment maximum superelevation asuperelevation of 3% for R=1700). Incidentally, for the set of design criteria and the minimumgives rise to a Radial Acceleration =0.45 m/s 2 which is much below the comfort value specieof the Run-off is to be provided on Tangent and remaining would be on the circular curve.

    2

    2

    2

    2

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    DesignRadius

    670700750

    800850900950

    10001050110011501200

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    hPI(m)

    S1(%)

    S2(%)

    L1(Curvature)

    L2(Curvature)

    MO(m)

    Vide Exhibit3-18

    Slope of thef

    distributioncurve at

    Radius=

    Slope of the fdistributioncurve at

    Radius=R min

    Vide Exhibit 318

    Vide Exhibit3-18

    Middle

    Ordinate of thef distribution

    curve(unsymmetrica

    l parabola)

    Exhibit 3-18and page

    160 ofAASHTO

    2004( S1=h PI *

    R PI )

    Page 160S2 = (f max-

    hPI) /[(1/Rmin) -

    (1/R PI)]

    L1=1/R PIL2=1/R min -

    1/R PI

    [L1*L2*(S2-S1)] /[2*(L1+L

    2)]

    0.02689 21.85039 78.74016 0.00123 0.00118 0.01715

    LS(m)

    LS,min(m)

    LS,max(m)

    DesignLS (m)

    es gn upere eva on uno r

    Effectivedient, whichthe formula

    x 3-31)

    /b w

    Evaluation of Design Clothoid Spiral Length(L S) for the design controls given above

    of Designngth (L r)

    (%)

    %

    r

    )

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    ClothoidLength

    (based onallowable

    introductionof Radial

    Acceleration, C= 0.5

    m/s3)

    ClothoidLength

    (based onminimum

    shift(Smin)=0.2 m.)

    ClothoidLength

    (based onmaximum shift(Smax)=1.0 m.)

    0.0215* V

    /(R*C)Refer

    equation 3-29 of

    AASTHO,2004

    (24*R*S min

    ) Refer

    equation 3-28of AASTHO,

    2004

    (24*R*Sma

    x)

    Referequation 3-30of AASTHO,

    2004

    Based oncolumn (6), but in no

    casegreaterthan thevalues in

    column (8)

    (6) (7) (8) (9)NA

    103 45 100 11096 46 104 10086 49 110 10079 51 115 9572 54 120 9067 56 125 8562 58 130 85

    58 60 134 8054 62 139 7551 64 143 7548 66 147 7046 68 151 7043 69 155 6541 71 159 6540 73 162 6038 74 166 6036 76 170 6035 77 173 5534 79 177 5532 80 180 5531 82 183 5030 83 187 5029 85 190 5028 86 193 4527 88 196 45

    5

    5

    2

    11

    8

    8

    5

    3

    0

    7

    4

    4

    )

    3

    3

    0

    7

    4

    1

    8

    5

    2

    9

    6

    3

    Designich depends eff ) based

    quation

    e / eff

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    27 89 199 4526 90 202 4525 92 205 NR 24 93 208 NR 24 94 211 NR 23 95 214 NR

    23 97 216 NR 22 98 219 NR 21 99 222 NR 21 100 224 NR 20 102 227 NR 20 103 230 NR 20 104 232 NR 19 105 235 NR 19 106 237 NR 18 107 240 NR 18

    108 242 NR 18 110 245 NR 17 111 247 NR 17 112 250 NR 17 113 252 NR 16 114 255 NR 16 115 257 NR 16 116 259 NR 16 117 262 NR 15 118 264 NR 15

    119 266 NR 15 120 268 NR 15 121 271 NR 14 122 273 NR 14 123 275 NR 14 124 277 NR 14 125 279 NR 14 126 281 NR 13 127 284 NR 13 128 286 NR 13 129 288 NR 13 130 290 NR

    0

    0

    7

    7

    7

    3

    0

    0

    0

    0

    6

    6

    3

    3

    3

    9

    9

    9

    6

    6

    2

    9

    7

    7

    7

    4

    4

    4

    4

    4

    4

    4

    4

    7

    esign criteria (namely, Speed 100 Kmph, e max=7.0%). Thisllowed is limited to 2.0% (which is of the designRadius (here 1700 m) beyond which Spiral is not requiredd in page 187 of AASHTO 2004. Where Spiral is absent,

    1

    1

    1

    4

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    DesignSpiral

    0.4538853

    125125125

    120110105100959085

    NR NR

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    Parameters V (Kmph)VR

    (Kmph)emax(%)

    f max(%)

    Description Design Speed

    (80/60/50/40/30) Running SpeedMaximum

    Superelevationallowable

    Maximum radialfriction factor that can

    be mobilised

    Formula/Reference

    The designer has tochoose based on thetype of road facility

    Exhibit 3-14 ofGreen Book 2004

    choose based on the

    terrain, rainfall,snowfall, amount of low

    speed traffic, etc(Desirably limited to

    IRC: 73 assumesconstant f max (=0.15)

    irrespective of theDesign Speed.

    However, it is better based on AASHTO .

    Values 80 70 4.0% 0.14

    Input Parameters (as

    marked ) (%)

    Maximum RelativeGradient , which is

    dependent on Designspeed V (vide Ex 3-

    30)

    0.50%

    Sl. No. R

    (m)ecal(%)

    e(%)

    f mob

    Description Design RadiusCalculated

    SuperelevationDesign Superelevation

    Mobilised Friction

    factor

    Formula Designer's choiceV/225R or 4%whichever is less

    Evaluation of Design Superelevation (e) vis--vis given Desig

    7 0.757142857

    Width of Roadway rotated as a planesection (it includes carriageway lanesand paved shoulder, if any, with same

    cross slope as the lanes

    Adjustment factor for number of equivalentlanes (say, n 1=W/3.6) rotated as a plane

    section (vide Exihit 3-31), b w={(1+0.5(n 1-1)}/n 1

    IRC Horizontal Geometry Design for Urban Ro

    * (Strictly speaking, up to 2 lanes carriageway this design is alright, however, for more than 2 lDesign L s in (9) are incorrect

    W (m) bw

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    (1) (2) (3) (4)

    15 Inadequate R Inadequate R Inadequate R

    18 Inadequate R Inadequate R Inadequate R

    20 Inadequate R Inadequate R Inadequate R

    22 Inadequate R Inadequate R Inadequate R

    23 Inadequate R Inadequate R Inadequate R 25 Inadequate R Inadequate R Inadequate R 28 Inadequate R Inadequate R Inadequate R 30 Inadequate R Inadequate R Inadequate R 35 Inadequate R Inadequate R Inadequate R 40 Inadequate R Inadequate R Inadequate R 45 Inadequate R Inadequate R Inadequate R 50 Inadequate R Inadequate R Inadequate R 55 Inadequate R Inadequate R Inadequate R

    60 Inadequate R Inadequate R Inadequate R 65 Inadequate R Inadequate R Inadequate R 70 Inadequate R Inadequate R Inadequate R 75 Inadequate R Inadequate R Inadequate R 80 Inadequate R Inadequate R Inadequate R 86 Inadequate R Inadequate R Inadequate R 90 Inadequate R Inadequate R Inadequate R 95 Inadequate R Inadequate R Inadequate R

    100 Inadequate R Inadequate R Inadequate R

    105 Inadequate R Inadequate R Inadequate R 110 Inadequate R Inadequate R Inadequate R 115 Inadequate R Inadequate R Inadequate R 120 Inadequate R Inadequate R Inadequate R 125 Inadequate R Inadequate R Inadequate R 130 Inadequate R Inadequate R Inadequate R 135 Inadequate R Inadequate R Inadequate R 140 Inadequate R Inadequate R Inadequate R 145 Inadequate R Inadequate R Inadequate R 149 Inadequate R Inadequate R Inadequate R 150 Inadequate R Inadequate R Inadequate R 155 Inadequate R Inadequate R Inadequate R

    160 Inadequate R Inadequate R Inadequate R 165 Inadequate R Inadequate R Inadequate R 170 Inadequate R Inadequate R Inadequate R 175 Inadequate R Inadequate R Inadequate R

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    180 Inadequate R Inadequate R Inadequate R 183 Inadequate R Inadequate R Inadequate R 185 Inadequate R Inadequate R Inadequate R 189 Inadequate R Inadequate R Inadequate R 190 Inadequate R Inadequate R Inadequate R

    195 Inadequate R Inadequate R Inadequate R 200 Inadequate R Inadequate R Inadequate R 205 Inadequate R Inadequate R Inadequate R 210 Inadequate R Inadequate R Inadequate R 215 Inadequate R Inadequate R Inadequate R 220 Inadequate R Inadequate R Inadequate R 225 Inadequate R Inadequate R Inadequate R 230 Inadequate R Inadequate R Inadequate R 235 Inadequate R Inadequate R Inadequate R

    240 Inadequate R Inadequate R Inadequate R 245 Inadequate R Inadequate R Inadequate R 250 Inadequate R Inadequate R Inadequate R 255 Inadequate R Inadequate R Inadequate R 260 Inadequate R Inadequate R Inadequate R 265 Inadequate R Inadequate R Inadequate R 270 Inadequate R Inadequate R Inadequate R 275 Inadequate R Inadequate R Inadequate R 280 4.0% 4.0% 0.139977503

    285 3.7% 3.7% 0.139820003290 3.4% 3.4% 0.139771382295 3.1% 3.1% 0.139826104300 2.8% 2.8% 0.139979003305 2.6% 2.6% 0.139225248310 2.3% 2.3% 0.139560325315 2.0% 2.0% 0.139980002320 1.8% 2.0% 0.137480315325 1.6% 2.0% 0.135057541330 1.3% 2.0% 0.132708184335 1.1% 2.0% 0.130428958340 0.9% 2.0% 0.128216767345 0.7% 2.0% 0.126068698350 0.4% 2.0% 0.123982002355 0.2% 2.0% 0.121954087

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    360 -0.1% 2.0% 0.119982502365 -0.2% 2.0% 0.118064934370 -0.4% 2.0% 0.116199191375 -0.6% 2.0% 0.114383202380 -0.8% 2.0% 0.112615002

    385 -1.0% 2.0% 0.110892729390 -1.1% 2.0% 0.109214617395 -1.3% 2.0% 0.107578989400 -1.5% 2.0% 0.105984252405 -1.6% 2.0% 0.104428891410 -1.8% 2.0% 0.102911465415 -1.9% 2.0% 0.101430604420 -2.1% NC 0.139985002425 -2.2% NC 0.138573414

    430 -2.3% NC 0.137194653

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    Rmin(m)

    Minimum Radius to beadopted in design of

    H-curve

    280

    eff (%) based on AASHTO

    Maximum EffectiveRelative Gradient,

    eff = /b w

    0.66%

    Vcheck(Kmph)

    LS(m)

    LS(m)

    DesignLS (m)

    Check for Speed (basedon e and f max), However,

    this is not correct, asf max is not going to bemobilised for all radii.

    Clothoid Length(based onallowable

    introduction ofRadial

    Acceleration ( C)

    ClothoidLength

    ()

    2.7*V 2/R forPlain or

    Rolling, V 2/Rfor

    Mountaneousor Steep

    Maximum of thevalues among

    (6) and (7)rounded up tomultiple of 5

    Lr(m)

    Minimum DesignRunoff (which dependson e, W and eff ) based

    on the equation

    Lr = W * e / eff

    Maximum EffectiveRelative Gradient, eff = 1 in 150 , for

    Plain or Rolling terrain,and = 1 in 60 for

    Mountainous or steep.

    Terrain should be one of thefollowing, Plain (P) or

    Rolling ( R) or Mountainous(M) or Steep (S). Enter the

    letter in the parenthesis asappropriate.

    Rate of change of Radialacceleration, which is derived bythe formula, C=80/(75+V), in no

    case it should lie beyond (0.5,0.8)

    n Radius (R)Evaluation of

    Design RunoffLength (L r )

    Evaluation of Design Clothoid SpiralLength (L S) for the design controls given

    above

    0.67% p 0.516129032

    C (m/s 3)

    ads

    nes the R vs e is correct but L r in (6) and

    c(%)

    Normal Cross Slope(NC) / Camber

    The designer has tochoose the CS/Camber

    based on the road surfacetype and rainfall intensity(vide table 5 of IRC: 38)

    2.0%

    eff (%) based on IRC

    Terrain Type

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    (5) (7) (8) (9)

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NA

    Inadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA

    NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    NANA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    W h e r e e v e r

    S p i r a l

    C u r v e

    i s p r o v

    i d e d , i

    t s l e n g

    t h ( L

    S ) i s a l s o e q u a l

    t o t h e

    R u n - o

    f f L e n g t

    h ( L

    r ) . W h e r e , S

    p i r a

    l C u r

    (6)

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    NANA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

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    Parameters V

    (Kmph)VR

    (Kmph)emax(%)

    f max(%)

    Description Design Speed

    (80/60/50/40/30) Running SpeedMaximum

    Superelevationallowable

    Maximum radialfriction factor that can

    be mobilised

    Formula/Reference

    The designer has tochoose based on thetype of road facility

    Exhibit 3-14 ofGreen Book 2004

    The designer has to choose based on the terrain,

    rainfall, snowfall, amountof low speed traffic, etc(Desirably limited to

    4.0%)

    Based on IRC: 86,f max=0.15 irrespective

    of V. The same isfollowed except for

    V=80 Kph, for whichfmax =0.14

    Values 50 47 4.0% 0.15

    Input Parameters (as

    marked ) (%)

    Maximum RelativeGradient , which is

    dependent on Designspeed V (vide Ex 3-

    30)

    0.65%

    Sl. No. R

    (m)ecal(%)

    e(%)

    f mob

    Description Design RadiusCalculated

    SuperelevationDesign Superelevation

    Mobilised Friction

    factor

    Formula Designer's choiceV/225R or 4%whichever is less

    Evaluation of Design Superelevation (e) vis--vis given Desig

    Width of Roadway rotated as a planesection (it includes carriageway lanesand paved shoulder, if any, with same

    cross slope as the lanes

    Adjustment factor for number of equivalentlanes (say, n 1=W/3.6) rotated as a plane

    section (vide Exihit 3-31), b w={(1+0.5(n 1-1)}/n 1

    7 0.757142857

    W (m) bw

    IRC Horizontal Geometry Design for Urban Ro

    * (Strictly speaking, up to 2 lanes carriageway this design is alright, however, for more than 2 lDesign L s in (9) are incorrect

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    (1) (2) (3) (4)

    15 Inadequate R Inadequate R Inadequate R

    18 Inadequate R Inadequate R Inadequate R

    20 Inadequate R Inadequate R Inadequate R

    22 Inadequate R Inadequate R Inadequate R

    23 Inadequate R Inadequate R Inadequate R 25 Inadequate R Inadequate R Inadequate R 28 Inadequate R Inadequate R Inadequate R 30 Inadequate R Inadequate R Inadequate R 35 Inadequate R Inadequate R Inadequate R 40 Inadequate R Inadequate R Inadequate R 45 Inadequate R Inadequate R Inadequate R 50 Inadequate R Inadequate R Inadequate R 55 Inadequate R Inadequate R Inadequate R

    60 Inadequate R Inadequate R Inadequate R 65 Inadequate R Inadequate R Inadequate R 70 Inadequate R Inadequate R Inadequate R 75 Inadequate R Inadequate R Inadequate R 80 Inadequate R Inadequate R Inadequate R 86 Inadequate R Inadequate R Inadequate R 90 Inadequate R Inadequate R Inadequate R 95 Inadequate R Inadequate R Inadequate R

    100 Inadequate R Inadequate R Inadequate R

    105 3.8% 3.8% 0.149476565110 2.9% 2.9% 0.149954903115 2.2% 2.2% 0.149174255120 1.5% 2.0% 0.144041995125 0.8% 2.0% 0.137480315130 0.2% 2.0% 0.13142338135 -0.5% 2.0% 0.125815106140 -1.0% 2.0% 0.120607424145 -1.5% 2.0% 0.115758892149 -1.8% 2.0% 0.112114358150 -1.9% 2.0% 0.111233596155 -2.3% NC 0.147000254

    160 -2.7% NC 0.143031496165 -3.1% NC 0.139303269170 -3.5% NC 0.135794349175 -3.8% NC 0.132485939

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    180 -4.1% NC 0.12936133183 -4.3% NC 0.127568521185 -4.4% NC 0.126405618189 -4.6% NC 0.124153647190 -4.7% NC 0.12360547

    195 -5.0% NC 0.12094892200 -5.2% NC 0.118425197205 -5.4% NC 0.116024582210 -5.7% NC 0.113738283215 -5.9% NC 0.111558323220 -6.1% NC 0.109477452225 -6.3% NC 0.107489064230 -6.5% NC 0.105587128235 -6.7% NC 0.103766125

    240 -6.8% NC 0.102020997245 -7.0% NC 0.100347099250 -7.2% NC 0.098740157255 -7.3% NC 0.097196233260 -7.5% NC 0.09571169265 -7.6% NC 0.094283167270 -7.8% NC 0.092907553275 -7.9% NC 0.091581961280 -8.0% NC 0.090303712

    285 -8.1% NC 0.089070314290 -8.3% NC 0.087879446295 -8.4% NC 0.086728947300 -8.5% NC 0.085616798305 -8.6% NC 0.084541113310 -8.7% NC 0.083500127315 -8.8% NC 0.082492188320 -8.9% NC 0.081515748325 -9.0% NC 0.080569352330 -9.1% NC 0.079651634335 -9.2% NC 0.078761312340 -9.3% NC 0.077897175345 -9.3% NC 0.077058085350 -9.4% NC 0.07624297355 -9.5% NC 0.075450815

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    360 -9.6% NC 0.074680665365 -9.7% NC 0.073931615370 -9.7% NC 0.073202809375 -9.8% NC 0.072493438380 -9.9% NC 0.071802735

    385 -9.9% NC 0.071129972390 -10.0% NC 0.07047446395 -10.1% NC 0.069835543400 -10.1% NC 0.069212598405 -10.2% NC 0.068605035410 -10.2% NC 0.068012291415 -10.3% NC 0.06743383420 -10.4% NC 0.066869141425 -10.4% NC 0.06631774

    430 -10.5% NC 0.065779161

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    Rmin(m)

    Minimum Radius to beadopted in design of

    H-curve

    104

    eff (%) based on AASHTO

    Maximum EffectiveRelative Gradient,

    eff = /b w

    0.86%

    Vcheck(Kmph)

    LS(m)

    LS(m)

    DesignLS (m)

    Check for Speed (basedon e and f max), However,

    this is not correct, asf max is not going to bemobilised for all radii.

    Clothoid Length(based onallowable

    introduction ofRadial

    Acceleration ( C)

    ClothoidLength

    ()

    2.7*V 2/R forPlain or

    Rolling, V 2/Rfor

    Mountaneousor Steep

    Maximum of thevalues among

    (6) and (7)rounded up tomultiple of 5

    n Radius (R)Evaluation of

    Design RunoffLength (L r )

    Evaluation of Design Clothoid SpiralLength (L S) for the design controls given

    above

    Lr(m)

    Minimum DesignRunoff (which dependson e, W and eff ) based

    on the equation

    Lr = W * e / eff

    Maximum EffectiveRelative Gradient, eff = 1 in 150 , for

    Plain or Rolling terrain,and = 1 in 60 for

    Mountainous or steep.

    Terrain should be one of thefollowing, Plain (P) or

    Rolling ( R) or Mountainous(M) or Steep (S). Enter the

    letter in the parenthesis asappropriate.

    Rate of change of Radialacceleration, which is derived bythe formula, C=80/(75+V), in no

    case it should lie beyond (0.5,0.8)

    0.67% p 0.64

    eff (%) based on IRC

    Terrain Type C (m/s 3)

    ads

    nes the R vs e is correct but L r in (6) and

    c(%)

    Normal Cross Slope(NC) / Camber

    The designer has tochoose the CS/Camber

    based on the road surfacetype and rainfall intensity(vide table 5 of IRC: 38)

    2.0%

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    (5) (7) (8) (9)

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NA

    Inadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NAInadequate R NA NA NA

    Inadequate R NA NA NA

    Inadequate R NA NA NA

    50.06975135 4065

    4550.0062996 39 62 40

    50.12045491 37 59 4050.89990177 35 57 3551.9494947 34 54 35

    52.97829744 33 52 3553.98749855 32 50 3554.97817749 30 49 3055.95131813 29 47 3056.71781025 29 46 30

    56.9078202 28 45 30

    50.58705368 NR NR NR

    51.39649794 NR NR NR

    52.19339039 NR NR NR

    52.97829744 NR NR NR

    53.75174416 NR NR NR

    NR

    NR

    NR

    21

    21

    21

    21

    NR

    NR

    33

    24

    21

    21

    21

    21

    NA

    NA

    NA

    42

    NA

    NA

    NANA

    NA

    NA

    W h e r e e v e r

    S p i r a l

    C u r v e

    i s p r o v

    i d e d , i

    t s l e n g

    t h ( L

    S ) i s a l s o e q u a l

    t o t h e

    R u n - o

    f f L e n g t

    h ( L

    r ) . W h e r e , S

    p i r a

    l C u r

    (6)

    NA

    NA

    NANA

    NANA

    NA

    NA

    NA

    NA

    NA

    NA

    NA

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    54.51421833 NR NR NR

    54.96662624 NR NR NR

    55.2661741 NR NR NR

    55.86045113 NR NR NR

    56.00803514 NR NR NR

    56.74019739 NR NR NR 57.46303159 NR NR NR

    58.17688544 NR NR NR

    58.88208556 NR NR NR

    59.57893923 NR NR NR

    60.26773598 NR NR NR

    60.94874896 NR NR NR

    61.62223625 NR NR NR

    62.28844195 NR NR NR

    62.94759725 NR NR NR 63.59992138 NR NR NR

    64.24562242 NR NR NR

    64.88489809 NR NR NR

    65.51793648 NR NR NR

    66.14491666 NR NR NR

    66.76600932 NR NR NR

    67.38137725 NR NR NR

    67.9911759 NR NR NR

    68.59555379 NR NR NR 69.19465297 NR NR NR

    69.78860939 NR NR NR

    70.37755324 NR NR NR

    70.96160934 NR NR NR

    71.54089739 NR NR NR

    72.11553231 NR NR NR

    72.68562444 NR NR NR

    73.25127985 NR NR NR

    73.81260055 NR NR NR

    74.36968468 NR NR NR

    74.92262676 NR NR NR

    75.47151781 NR NR NR

    76.01644559 NR NR NR

    76.55749473 NR NR NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR NR

    NR

    NR

    NR

    NR

    NR

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    77.0947469 NR NR NR

    77.62828093 NR NR NR

    78.15817296 NR NR NR

    78.68449657 NR NR NR

    79.20732289 NR NR NR

    79.72672074 NR NR NR 80.24275668 NR NR NR

    80.75549517 NR NR NR

    81.26499862 NR NR NR

    81.77132749 NR NR NR

    82.27454041 NR NR NR

    82.7746942 NR NR NR

    83.27184398 NR NR NR

    83.76604324 NR NR NR

    84.25734389 NR NR NR

    NR

    NR

    It is considered that Spiral Transition is not required for "Those radii" for which the "Radial Acceleration (V 2/13R)" becomes less than 0.45 m/s 2, asthe corresponding sideway jerk is so less that the traffic can comfortablyadjust when they directly enter into a Circular Curve from TangentAlignment. Reference can be drawn from page 187 of AASHTO 2004.Where Spiral is absent, of the Run-off is to be provided on Tangent

    and remaining would be on the Circular Curve.

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR

    NR NR

    NR

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    Parameters Standard of DesignV

    (Kmph)eff (%)

    Description AASHTO or IRC (A/I) Design SpeedMaximum Effective Relative

    Gradient provided

    Formula/Reference

    The input must be eitherAASHTO, A, IRC, I

    The designer has tochoose based on thetype of road facility(120.100,80,65,60,5

    0,40,35,30,25,20)

    Values i 100 0.67

    Input Parameters (as

    marked )

    Parameters S

    (m)A

    Vertical Curve Type(Crest / Sag)

    Description Stopping Sight Distance (SSD) Grade Difference

    Values 180 2.50 Crest

    c

    The input must be either

    'Crest, C, Sag, S

    AASHTO/IR

    Formula

    /Reference

    S = 0.278Vt + V2/254 f wheret=2.5 sec and f = 0.35

    G1-G2If A>0, Crest CurveIf A

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    Guidance for Gradient (G%)G1(%)

    G2(%)

    This Guidance for G-value should be applied onlyon Horizontal Curve (Run-out & Run-off) stretch

    to ensure adequate drainage Approach Grade Departure Grade

    Two controls/criteria to be followed simultaneously.(1) The gradient of the PGL should be at least 0.5%(2) The gradient of the Road edges should be at least0.2% (for uncurbed road) and at least 0.5% (for curbedroad)

    The designer to choose based on the terrain andamount of Truck/Heavy

    vehicle population(Upgrade +ve,

    Downgrade -Ve)

    The designer to choose based on the terrain andamount of Truck/Heavy

    vehicle population(Upgrade +ve, Downgrade

    Ve)

    For Upgrade, G >= 0.87For Downgrade, G =0.87%, G

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