Dimensi Aman TPT Subang Ciwaru

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  • 8/18/2019 Dimensi Aman TPT Subang Ciwaru

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    Location : ON SUBANG CIWARU ROAD

    Top wall level = m

    D1 - Hulu River bed level = mGround water level = m

    River water level = m

    Foundation level = m

    Dimension (unit length)

    H = m B = m L = m

    α

    b11 = m b12 = m b13 = m

    b21 = m b22 = m b23 = m

    67,50

    8,75

    2,75 1,005,00

    1,00

    1,75 0,500,50

    15,50

    83,00

    70,50

    75,00

    74,00b12

    H=h1

    q (t/m2) b11   b13

    h1 = m h31 = m h32 = m

    h4 = m hw1 = m hw2 = m

    q = t/m2

    Kh =

    Backfill soil c =  t/m w =  t/m

    soil =  t/m

    sat =  t/m =o

    (for stability analysis)

    =o

    =o

    (for structural analysis)

    c = t/m2

    =o

    Foundation soil

    s' =  t/m3

    Safety factor (normal) (seismic)

    B =o

    Overturning |e| <

    cB =  t/m Sliding fs >

    Friction coefficient Reaction of foundation soil

    = qmax >

    Uplift coefficient Allowable stress

    U = Compressive ca =  kg/cm

    Cover of bar  Tensile sa =  kg/cm

    Wall Shear  a =  kg/cm

    d back = cm Young's modulus ratio

    d front = cm

    0,00

    35,0

    1850

    5,5

    24

    1,00

    16

    7

    7

    90

    2775

    8,25

    30,0 B/3=2,92

    0,00

    601,00

    qa=qu/3 qae=qu/2

    1,25

    0,50

    2,00

    B/6=2,58

    0,502,00

    0,50

    Section of Retaining wall

    3,00

    2,40

    6,50

    0,00

    0,00

    2,00

    7,67

    1,80

    15,50

    1,00

    0,18

    7,50

    h31

    b21   b23

    h4

    b22

    h32

    hw1

    hw2

    B

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    STABILITY : D1 - Hulu

    Normal Condition Seismic Condition

    a) Stability against overturning a) Stability against overturning

    |e| = m < B/6   = m OK! |e| = m < B/3   = m OK!

    b) Stability against sliding b) Stability against sliding

    Fs = > OK! Fs = < Check!

    Note : Perbesar dimensi b22 untuk lebih aman dalam kondisi gempa

    c) Reaction of foundation soil c) Reaction of foundation soil

    q1 = t/m < qa = t/m OK! q1 = t/m < qae = t/m OK!

    q2 = t/m < qa = t/m OK! q2 = t/m < qae = t/m OK!12,60 52,17 0,00 78,25

    44,08 52,17 57,33 78,25

    2,04 2,00 1,01 1,25

    2,921,15 1,46 2,08

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    Stressing of Reinforcement and Concrete

     N ame of Structure :

     Location :

    Normal Condition Allowable compressive stress ( ca) =  kg/cm

    Allowable tensile stress ( sa) =  kg/cm

    Allowable shearing stress ( a) =  kg/cm2

     Young's modulus ratio =

    Item

    b (cm)

     h (cm)

     d1 (cm) back back lower upper  

     d2 (cm) front front upper lower  

    d (cm) 

    Section A-A Section B-B Section C-C Section D-D

    100,0

    188,5

    7,0 7,0

    5,5

    24

    60

    1850

    100,0

    275,0

    7,0

    181,5

    D1 - Hulu

    ON SUBANG CIWARU ROAD

    7,0

    100,0

    250,0

    7,0

    7,0

    100,0

    250,0

    7,0

    7,0

    243,0243,0268,0

    D C

    BB

    A   A

      on m

     S (ton)

    Bar size and spacing (mm)

     Bar (As1) D 25 - D 25 - D 16 - D 25 -

     Bar (As2) D 16 - D 16 - D 16 - D 16 -

     Stress c OK! OK! OK! OK!

     Stress s OK! OK! OK! OK!

     Stress OK! OK! OK! OK!

    Seismic Condition Allowable compressive stress ( ca) =  kg/cm2

    Allowable tensile stress ( sa) =  kg/cm

    Allowable shearing stress ( a) =  kg/cm2

     Young's modulus ratio =

    Item

    b (cm)

     h (cm)

     d1 (cm)

     d2 (cm)

    d (cm)

     M (ton m) S (ton)

     

    0,88 1,61 1,52 1,89

    2775

    8,25

    250250

    100

    16

    200

    4637

    250

    250

    90

    43

    100

    Section of Retaining wall

    2122 6

    1070 1004 14061563

    125

    13

    16

    Section A-A Section B-B Section C-C Section D-D

    100,0 100,0 100,0 100,0

    188,5 275,0 250,0 250,0

    7,0 7,0 7,0 7,0

    7,0 7,0 7,0 7,0

    181,5 268,0 243,0 243,0

    73 331 25 25627 74 49 75

    CD

    D C

    BB

    A   A

    CD

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    Stability4/1

    1. Design Data

    1.1 Dimensions

    B = 8,75 m H = 15,50 m

    L = 1,00 m (unit length)

    b11 = 1,75 m b21 = 5,00 mb12 = 0,50 m b22 = 2,75 m

    b13 = 0,50 m b23 = 1,00 m

    h1 = 15,50 m h4 = 3,00 m

    h31 = 2,00 m hw1 = 7,50 m

    h32 = 0,50 m hw2 = 6,50 m

    1.2 Parameters

    q = 0,50 t/m2 (for normal condition)

    = 0,00 t/m2 (for seismic condition) Section of Retaining Wall

    γ c = 2,40 t/m

    γ w = 1,00t/m

    Backfill soil Foundation soil Safety factor 

    γ soil = 1,80 t/m   γ s' = 1,00 t/m (=γ sat− γ w) Overturning

    γ sat = 2,00 t/m cB = 0,00 t/m normal |e| 1,25

    α = 0,000o

    (for stability analysis) Reaction of foundation soil

    = 7,667o

    (for structural analysis) normal qmax

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    Stability5/1

    (1) Vertical Load

    No. Description W X W x X

    1 2,00 x 5,00 x 2,40 24,000 6,250 150,00

    2 2,50 x 2,75 x 2,40 16,500 2,375 39,19

    3 2,00 x 1,00 x 2,40 4,800 0,500 2,40

    4 0,50 x 0,50 x 5,00 x 2,40 3,000 5,417 16,25

    5 0,50 x 0,50 x 1,00 x 2,40 0,600 0,333 0,20

    6 0,50 x 13,00 x 1,75 x 2,40 27,300 3,167 86,45

    7 13,00 x 0,50 x 2,40 15,600 1,750 27,30

    8 0,50 x 13,00 x 0,50 x 2,40 7,800 1,333 10,40

    9 0,50 x 13,00 x 1,75 x 1,80 20,475 3,167 64,84

    10 5,00 x 8,00 x 1,80 72,000 6,250 450,00

    11 5,00 x 5,00 x 2,00 50,000 6,250 312,50

    12 0,50 x 5,00 x 0,50 x 2,00 2,500 7,083 17,71

    q 0,50 x 6,75 3,375 5,375 18,14

     T o t a l(1 to q) 247,950 1.195,38

    Pu1 7,50 x 8,75 x 0,50 x -1,00 -32,813 5,833 -191,41

    Pu2 6,50 x 8,75 x 0,50 x -1,00 -28,438 2,917 -82,94

    Total ( 1 to Pu2) 186,700 921,03

    (2) Horizontal Load

      Coefficient of Active earth pressure

    Ka =2

    Cos2(φ -α)

    Cos2α x Cos(α+δ) x 1+Sin(φ+δ) x Sinφ

    Cos(α+δ) x Cosα

      (for stability analysis)

    α = 0,000o δ = 0,000

    o

    Cos2(φ -α) = 0,671 Sin(φ+δ) = 0,574

    Cos2α = 1,000 Sinφ = 0,574

    Cos(α+δ) = 1,000 Cosα = 1,000

    Ka = 0,271 for stability analysis

      (for structural analysis)

    α = 7,667 o δ = 23,333 o

    Cos2(φ -α) = 0,789 Sin(φ+δ) = 0,851

    Cos2α = 0,982 Sinφ = 0,574

    Cos(α+δ) = 0,857 Cosα = 0,991

    Ka' = 0,303 for structural analysis

      Coefficient of Passive earth pressure

    Kp =

    α = 0,000o δ = 0,000

    o

    Cos2(φ+α) = 0,671 Sin(φ+δ) = 0,574

    Cos2α = 1,000 Sinφ = 0,574

    Cos(α -δ) = 1,000 Cosα = 1,000

    Kp = 3,697

    qa1 = Ka x q = 0,135 ton/m

    qa2 =  Ka x (h1- hw1) x γ soil = 3,900 ton/m

    qa3 = qa1 + qa2 = 4,036 ton/m

     

    2

    Cos2(φ+α)

    Cos2α x Cos(α -δ) x 1 -Sin(φ+δ) x Sinφ

    Cos(α -δ) x Cosα

    qa4 =   a x w1 x γ sat - γ w = 2,031 ton/m

    qw 1 =  hw1 x γ w = 7,500 ton/m

    qw 2 =  hw2 x γ w = 6,500 ton/m

    qp1 =  Kp x h4 x (γ sat - γ w) = 11,092 ton/m

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    Stability6/1

    No. Description H Y H x Y

    Pa1 0,135 x 8,00 1,083 11,500 12,46

    Pa2 3,900 x 8,00 x 0,50 15,600 10,167 158,60

    Pa3 4,036 x 7,50 30,266 3,750 113,50

    Pa4 2,031 x 7,50 x 0,50 7,617 2,500 19,04

    Pw1 7,500 x 7,50 x 0,50 28,125 2,500 70,31

    Pw2 -6,500 x 6,50 x 0,50 -21,125 2,167 -45,77

    Pp1 -11,092 x 3,00 x 0,50 -16,639 1,000 -16,64

     T o t a l 44,929 311,51

    (3) Stability Calculation

      a) Stability against overturning

      a) -1 Without Uplift

    B = 8,75 m

    Σ W x X - Σ H x Y 1.195,38 - 311,51

    X = = = 3,565 m

    Σ W 247,950

    B 8,75

    e = - X = - 3,565 = 0,810 m < B/6 = 1,458 m OK !

    2 2  a) -2 With Uplift

    B = 8,75 m

    Σ W x X - Σ H x Y 921,03 - 311,51

    X = = = 3,265 m

    Σ W 186,700

    B 8,75

    e = - X = - 3,265 = 1,110 m < B/6 = 1,458 m OK !

    2 2

      b) Stability against sliding

      b)-1 Without Uplift

      Sliding force :   Σ H = 44,929 ton

      Resistance : HR = µ x Σ W = 0,50 x 247,950 = 123,975 ton

    (friction coefficient : µ = 0,50 )

    HR 123,975

    Fs = = = 2,759 > 2,00 OK !

    Σ H 44,929

      b)-2 With Uplift

      Sliding force :   Σ H = 44,929 ton

      Resistance : HR = µ x Σ W = 0,50 x 186,700 = 93,350 ton

    (friction coefficient : µ = 0,5 )

    HR 93,350

    Fs = = = 2,078 > 2,00 OK !

    Σ H 44,929

      c) Reaction of foundation soil

    Σ W 6 x e

    q1,2 = x (1 + )

    B B

    247,950 6 x 0,810

    q1 = x (1 + ) = 44,076 t/m2

    < qa = 52,167 t/m2

    OK !

    8,75 8,75

    247,950 6 x 0,810

    q2 = x (1 - ) = 12,598 t/m2

    < qa = 52,167 t/m2

    OK !

     

    , ,

    12,598 t/m2

    - t/m2

    44,076 t/m2

    - t/m2

    in case, e > 0 in case, e < 0

    (applicable) (not applicable)

    Reaction of Foundation Soil in Case 1

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    Stability7/1

    2.2 Case 2 (Normal condition, without vertical live load)

    1,75

    q = 0,50 t/m2

    0,50

    0,50

    15,50 13,00

    0,50

    7,50

    3,00 6,50

    2,00

    5,00 2,75 1,00

     Acting Load in Case 2

    (1) Vertical Load

    No. Description W X W x X

    1 2,00 x 5,00 x 2,40 24,000 6,250 150,00

    2 2,50 x 2,75 x 2,40 16,500 2,375 39,19

    3 2,00 x 1,00 x 2,40 4,800 0,500 2,40

    4 0,50 x 0,50 x 5,00 x 2,40 3,000 5,417 16,25

    Pw1 Pa4

    Pa2

    Pa1

    qa2

    qa3qw1 qa4

    Pa3

    O

    9

    Pp1

    qa1

    qp1

    7

    1

    10

    12

    2 3

    5

    6

    8

    4

    11

    Pw2

    qw2qu2 Pu2qu1

    Pu1

    5 0,50 x 0,50 x 1,00 x 2,40 0,600 0,333 0,20

    6 0,50 x 13,00 x 1,75 x 2,40 27,300 3,167 86,45

    7 13,00 x 0,50 x 2,40 15,600 1,750 27,30

    8 0,50 x 13,00 x 0,50 x 2,40 7,800 1,333 10,40

    9 0,50 x 13,00 x 1,75 x 1,80 20,475 3,167 64,84

    10 5,00 x 8,00 x 1,80 72,000 6,250 450,00

    11 5,00 x 5,00 x 2,00 50,000 6,250 312,50

    12 0,50 x 5,00 x 0,50 x 2,00 2,500 7,083 17,71

     T o t a l (1 to 12) 244,575 1177,24Pu1 7,50 x 8,75 x 0,50 x -1,00 -32,813 5,833 -191,41

    Pu2 6,50 x 8,75 x 0,50 x -1,00 -28,438 2,917 -82,94

    Total ( 1 to Pu2) 183,325 902,89

    (2) Horizontal Load

      Coefficient of Active earth pressure

    Ka = 0,271 (for stability analysis)

    Ka ' = 0,303 (for structural analysis)

      Coefficient of Passive earth pressure

    Kp = 3,697qa1 = Ka x q = 0,135 ton/m

    qa2 =  Ka x (h1- hw1) x γ soil = 3,900 ton/m

    qa3 = qa1 + qa2 = 4,036 ton/m

    qa4 =  Ka x hw1 x (γ sat - γ w) = 2,031 ton/m

    qw 1 =  hw1 x γ w = 7,500 ton/m

    qw2 =  hw2 x γ w = 6,500  ton/m

    qp1 =  Kp x h4 x (γ sat - γ w) = 11,092 ton/m

    No. Description H Y H x Y

    Pa1 0,135 x 8,00 1,083 11,500 12,46

     

    a , x , x , , , ,

    Pa3 4,036 x 7,50 30,266 3,750 113,50

    Pa4 2,031 x 7,50 x 0,50 7,617 2,500 19,04Pw1 7,500 x 7,50 x 0,50 28,125 2,500 70,31

    Pw2 -6,500 x 6,50 x 0,50 -21,125 2,167 -45,77

    Pp1 -11,092 x 3,00 x 0,50 -16,639 1,000 -16,64

     T o t a l 44,929 311,51

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    Stability8/1

    (3) Stability Calculation

      a) Stability against overturning

      a)-1 Without Uplift

    B = 8,75 m

    Σ W x X - Σ H x Y 1.177,24 - 311,51

    X = = = 3,540 m

    Σ W 244,575

    B 8,75

    e = - X = - 3,540 = 0,835 m < B/6 = 1,458 m OK !

    2 2

      a)-2 With Uplift

    B = 8,75 m

    Σ W x X - Σ H x Y 902,89 - 311,51

    X = = = 3,226 m

    Σ W 183,325

    B 8,75

    e = - X = - 3,226 = 1,149 m < B/6 = 1,458 m OK !

    2 2

      b) Stability against sliding

      b)-1 without Uplift Pressure

      Sliding force :   Σ H = 44,929 ton

      Resistance : HR = µ x Σ W = 0,50 x 244,575 = 122,288 ton

    friction coefficient : = 0,5  ,

    HR 122,288

    Fs = = = 2,72 > 2,00 OK !

    Σ H 44,929

      b)-2 with Uplift Pressure

      Sliding force :   Σ H = 44,929 ton

      Resistance : HR = µ x Σ W = 0,50 x 183,325 = 91,663 ton

    (friction coefficient : µ = 0,5 )

    HR 91,663

    Fs = = = 2,04 > 2,00 OK !

    Σ H 44,929

      c) Reaction of foundation soil

    Σ W 6 x e

    q1,2 = x (1 + )

    B B

    244,575 6 x 0,835

    q1 = x (1 + ) = 43,956 t/m2

    < qa = 52,167 t/m2

    OK !

    8,75 8,75

    244,575 6 x 0,835

    q2 = x (1 - ) = 11,947 t/m2

    < qa = 52,167 t/m2

    OK !

    8,75 8,75

    11,947 t/m2

    - t/m2

    43,956 t/m2

    - t/m2

    in case, e > 0 in case, e < 0

    (applicable) (not applicable)

    Reaction of Foundation Soil in Case 2

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    Stability9/1

    2.3 Case 3 (Seismic condition)

    1,75

    0,50

    0,50

    15,50 13,00

    0,50

    7,50

    3,00 6,50

    2,00

    5,00 2,75 1,00

     Acting Load in Case 3

    (1) Vertical Load = Same as Case 2

    (2) Horizontal Load

    φ = 35,00o α = 0,000

    o(for stability analysis)   Φ = 10,204

    o

    = 0,00o α = 7,667

    ofor structural anal sis   Φ = Arc tan Kh

    Pa1

    qa1

    qa2qa3qw1

    Pa2

    Pa3Pw1

    O

    7

    1

    10

    12

    9

    2 3

    5

    6

    8

    4

    11

    Pw2

    qw2

    Pp1

    qp1Pu1

    qu2 Pu2qu1

    , ,

    q = 0,00 t/m2 (for seismic condition) Kh = 0,18

      Coefficient of Active earth pressure

    Kae =

      (for stability analysis)

    α = 0,000 o  δ = 28,76 o

    tan δ = Sin φ Sin ( Φ + ∆ - β )1 − Sin φ Cos ( Φ + ∆ - β )

    sin ∆= Sin ( Φ +   β )

    Sin φ

    Sin (Φ+ β ) = 0,177 Sin φ = 0,574

    Sin ∆ = 0,308 then   ∆ = 17,94

    Sin(Φ+∆-β) = 0,472 Cos(Φ+∆-β)= 0,882

    tan δ = 0,549

    Cos2(φ-Φ-α)= 0,824 Sin(φ +δ ) = 0,897

    CosΦ = 0,984 Sin(φ-β-Φ) = 0,419

    Cos2α = 1,000 Cos(α-β) = 1,000

    Cos(α +δ+Φ = 0,778

    Kae = 0,375 (for stability analysis)

      (for structural analysis)

    α = 7,667o  δ = 17,50

    o

    2

    Cos2(φ−Φ−α)

    CosΦ x Cos2α x Cos(α +δ +Φ) x 1+

    Sin(φ + δ )x Sin(φ−β−Φ)

    Cos   α +δ +Φx Cos  α−

     

    Cos2(φ-Φ-α)= 0,913 Sin(φ +δ ) = 0,793

    CosΦ = 0,984 Sin(φ-β-Φ) = 0,419Cos

    2α = 0,982 Cos(α-β) = 0,991

    Cos(α +δ+Φ)= 0,815

     

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    Stability10/1

    Kae = 0,430 (for structural analysis)

      Coefficient of Passive earth pressure

    Kpe =

    α = 0,000o  δ = 28,76

    o

    Cos2(φ-Φ +α)= 0,824 Sin(φ − δ ) = 0,109

    CosΦ = 0,984 Sin(φ +β-Φ) = 0,419

    Cos2α = 1,000 Cos(α-β) = 1,000

    Cos(α +δ − Φ)= 0,948

    Kpe = 1,450

    qa1 =  Kae x ( h1 - hw1) x γ soil = 5,400 ton/m

    qa2 = qa2 = 5,400 ton/m

    qa3 =  Kae x hw1 x (γ sat - γ w) = 2,813 ton/m

    qw 1 =  hw1 x γ w = 7,500 ton/m

    qw 2 =  hw2 x γ w = 6,500 ton/m

    qp1 =  Kp x h4 x (γ sat - γ w) = 4,350 ton/m

    No. Description H Y H x Y

    1 0,18 x 24,00 4,320 1,000 4,32

    2

    Cos2(φ−Φ +α)

    CosΦ x Cos2α x Cos(α +δ−Φ) x

    1−

    Sin(φ−δ )x Sin(φ +β−Φ)

    Cos(α +δ−Φ) x Cos(α−β)

    , , , , ,

    3 0,18 x 4,80 0,864 1,000 0,86

    4 0,18 x 3,00 0,540 2,167 1,17

    5 0,18 x 0,60 0,108 2,167 0,23

    6 0,18 x 27,30 4,914 6,833 33,58

    7 0,18 x 15,60 2,808 9,000 25,27

    8 0,18 x 7,80 1,404 6,833 9,59

    Pw1 0,50 x 7,50 x 7,50 28,125 2,500 70,31

    Pw2 0,50 x -6,50 x 6,50 -21,125 2,167 -45,77Pa1 0,50 x 5,40 x 8,00 21,600 10,167 219,60

    pa2 5,40 x 7,50 40,500 3,750 151,88

    Pa3 0,50 x 2,813 x 7,50 10,547 2,500 26,37

    Pp1 -4,350 x 3,00 x 0,50 -6,525 3,000 -19,58

     T o t a l 91,050 481,55

    (3) Stability Calculation

      a) Stability against overturning

      a)-1 Without Uplift

    B = 8,75 m

    Σ W x X - Σ H x Y 1.177,24 - 481,55

    X = = = 2,844 m

    Σ W 244,575

    B 8,75

    e = - X = - 2,844 = 1,531 m < B/3 = 2,917 m OK !

    2 2

      a)-2 With Uplift

    B = 8,75 m

    Σ W x X - Σ H x Y 902,89 - 481,55

    X = = = 2,298 m

    Σ W 183,325

    B 8,75

    e = - X = - 2,298 = 2,077 m < B/3 = 2,917 m OK !

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    Stability11/1

      b) Stability against sliding

      b)-1 Without Uplift

      Sliding force :   Σ H = 91,050 ton

      Resistance : HR = µ x Σ W = 0,50 x 244,575 = 122,288 ton

    (friction coefficient : µ = 0,50 )

    HR 122,288

    Fs = = = 1,34 > 1,25 OK !Σ H 91,050

      b)-2 With Uplift

      Sliding force :   Σ H = 91,050 ton

      Resistance : HR = µ x Σ W = 0,50 x 183,325 = 91,663 ton

    (friction coefficient : µ = 0,50 )

    HR 91,663

    Fs = = = 1,01 < 1,25 Check !

    Σ H 91,050

      c) Reaction of foundation soil

      c-1) in case, |e| < B/6 (not applicable)

    Σ W 6 x e

    q1,2 = x (1 + )

    B B

    q1 = x ) = - t/m2

    qae = - t/m2

    q2 = x ) = - t/m2

    qae = - t/m2

      c-2) in case, B/6 < |e| < B/3 (applicable)

    2 x Σ W 2 x 244,575

    q1' = = = 57,331 t/m2 < qae = 78,250 t/m2 OK !

    3 x (B/2-|e|) 3 x 2,844

    3 x |e| - B/2 = 0,218 m

    - t/m2

    - t/m2

    57,331 t/m2

    in case, e > 0 and e < B/6 in case, e > 0 and B/6 < e < B/3

    (not applicable) (applicable)

    - t/m2

    - t/m2

    - t/m2

    in case, e < 0 and |e| < B/6 in case, e < 0 and B/6 < |e| < B/3

    (not applicable) (not applicable)

    Reaction of Foundation Soil in Case 3

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    Stability12/1

    2.4 Bearing Capacity of soil

    (1) Design Data

    φB = 30,00o cB = 0,00 t/m   γ s' = 1,00 t/m (=γ sat− γ w)

    B = 8,75 m z = 3,00 m L = 1,00 m (unit length)

    (2) Ultimate Bearing Capacity of soil, (qu)

      Calculation of ultimate bearing capacity will be obtained by applying the following

      Terzaghi's formula :

    qu =  (α x c x Nc) + (γ soil' x z x Nq) + (β x γ soil x B x Nγ )

    Shape factor (Table 2.5 of KP-06)

    α = 1,00   β = 0,50

    Shape of footing : 1 (strip)

    Shape of footing   α β

    1 strip 1,00 0,50

    2 square 1,30 0,40

    3 rectangular, B x L 1,11 0,40(B < L) (= 1.09 + 0.21 B/L)

    (B > L) (= 1.09 + 0.21 L/B)

    4 circular, diameter = B 1,30 0,30

    Bearing capacity factor (Figure 2.3 of KP-06, by Capper)

    Nc = 36,0 Nq = 23,0 Nγ  = 20,0

    φ Nc Nq Nγ 

    0 5,7 0,0 0,0

    5 7,0 1,4 0,0

    10 9,0 2,7 0,2

    15 12,0 4,5 2,3

    20 17,0 7,5 4,7

    25 24,0 13,0 9,530 36,0 23,0 20,0

    35 57,0 44,0 41,0

    37 70,0 50,0 55,0

    39 > 82,0 50,0 73,0

     (α x c x Nc) = 0,000

     (γ soil x z x Nq) = 69,000

     (β x γ soil x B x Nγ ) = 87,500

    qu = 156,500 t/m2

    (3) Allowable Bearing Capacity of soil, (qa)

    qa = qu / 3 = 52,167 t/m2

    (safety factor = 3 , normal condition)

    qae = qu / 2 = 78,250 t/m2

    (safety factor = 2 , seismic condition)

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    +

    D25~200

    D16~250

    D16~250

    D16~250

    D25~100 D16~125

    D16~250

    Reinforcement Bar Arrangement

    1,75 0,50 0,50

    8,00

    15,50

    83,00

    A   A

    D16~125

    D16~200 D16~200

    D25~100 D16~250 +

    +

    D16~250D16~200 D16~250 D16~200

    concrete = m3

    reinforcement = kg

    cost estimate =

    5,00 2,75 1,00

    8,75

    42

    7,50

    Section of Retaining wall

    1.396

    72.721.403

    67,50

    0,50

    2,00

    70,50D

    B B

    C

    CD

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