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    TUGAS TERSTRUKTUR

    PERANCANGAN GEOMETRIK

    JALAN RAYA

    Disusun Oleh:

    SUHERMAN/ 1987 TS

    PROGRAM STUDI TEKNIK SIPIL

    FAKULTAS TEKNIK

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    UNIVERSITAS WIJAYAKUSUMA

    PURWOKERTO

    TAHUN 2010

    LEMBAR PENGESAHAN

    Sebagai usaha untuk mengikuti ujian utama semester ganjil

    tahun Akademik !!"#!$! %akultas &eknik 'ni(ersitas

    )ija*akusuma Pur+,kert,- maka sa*a telah berhasil

    men*elesaikan dan men*usun tugas :

    .PERAN/ANGAN GEOME&R01 2ALAN RA3A4

    &ugas ini telah disetujui 5ada :

    Hari : 666666666666666666666666666666666666

    &anggal : 666666666666666666666666666666666666

    Pur+,kert,-

    !$!

    Asisten D,sen

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    D+i Sri )i*anti- S&6

    PRODI TEKNIK SIPIL FAKULTAS TEKNIKUNIVERSITAS WIJAYAKUSUMA

    PURWOKERTO

    LEMBAR ASISTENSI

    TUGAS TERSTRUKTUR

    PERANCANGAN GEOMETRIK JALAN RAYA

    NAMA :Suherman NPM : $"78

    N

    T!"##!$ U%!&!"/ D'()%&*(& T!"+!

    T!"#!"

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    Asisten D,sen

    D+i Sri )i*anti-

    S&6

    A. PERHITUNGAN PERBEDAAN SUDUT TANGEN

    1, P%-')(& .&.&) CD +!" E .'%!+!* (3 4 +!" Y

    5+!%& #!3!% (&.!(&6

    1,,rdinat titik B 9$$! !!;

    B/< = -> ?m @ $!!! B/4 = "-> ?m @ $!!!

    = >!! ?m = ">!! ?m

    = > m = ">m

    BD< = 9"-8 >-; @ $!!! BD4 = $!- ?m @ $!!!

    = $$!! ?m = $!!! ?m

    = $$ m = $! m

    BE< = 9-"-8->; ?m @ $!!! BE4 = -?m @ $!!!

    = $>8!! ?m = !! ?m

    = $>8 m = m

    2, M'"#&."# A3(&( +!" O%+&"!.

    Absis / = absis B B/< Ordinat B = Ordinat B

    B/4

    = $$! ?m >?m = !! ?m C ">

    ?m

    = $> m =$! m

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    Jadi- k,,rdinat titik B 9$> $!;

    Absis D = absis B BD< Ordinat / = Ordinat B

    BD4

    = $$! ?m $$ ?m = !! ?m C $!

    ?m

    = $$ m = !"7 m

    Jadi- k,,rdinat titik D 9$$ !"7;

    Absis E = absis B BE< Ordinat D = Ordinat B

    BE4

    = $$! ?m $>8 ?m = !! ?m C

    ?m

    =$8 m = $87 m

    Jadi- k,,rdinat titik E 9$8 $87;

    , M'"#&."# J!%!) 2 T&.&)

    2arak B/-BD-dan BE

    Formula:

    d$ =2

    12

    2

    12 )()( yyxx +

    d$ =22)()( yx +

    2arak dB/ =

    xxB

    Cy ByC

    =

    123412102+(21062200)

    = "8-!$ m

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    2arak dBD =

    xxB

    D

    yByD

    =

    13311210 2+(20982200)

    = $7- m

    2arak dBE =

    xxB

    EyB

    yE

    =13571210

    2

    +(21782200)

    = $>7-8 m

    , P'%&."#!" S+. T!"#'"

    Sudut &angen B/ 9 FB/;

    F = tan1 xy

    = tan1 (XCXByCyB)

    = tan1 ( 1234121021062200 )

    F = $>-,

    1arena terletak 5ada kuadran l- maka FB/

    = "! C $- = 8-8

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    Sudut &angen /D 9 F/D;

    F = tan

    1

    x

    y

    = tan1 (XDXCyDyC)

    = tan1 ( 1331121020982016 )

    F = 7-$8,

    1arena terletak 5ada kuadran l- maka F/D

    = "! C 7-$8 = -87

    Sudut &angen DE 9 FDE;

    F = tan1 x

    y

    = tan1 (XEXDyEyD)

    = tan1 ( 1357133121782098 )

    F =$7-!!>,

    1arena terletak 5ada kuadran l- maka FDE

    = "! C $7-!!> = 8$-""

    , P'%&."#!" S+. T!"#'"

    B/ = |CDBC|

    = |3,78375,667 |

    = 8$-77> ,

    BD = |CECD|

    = |71,996 3,783|

    = 7-$

    &abel6 $ 1,,rdinat 2arak dan Sudut

    &itik 1,,rdinat 9@-*;2arak

    9m;F 9C ,; Stati,ning

    B 9$$! !!; >!!

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    "8-!$ 8-8

    / 9$> $!; 8$-77>

    >"8-!$

    $7-8" -87,D 9$$ !"7; 7-

    $ -7!

    $>7-8 8$-"",

    E 9$8 $87; 7!>->>

    B, PERHITUNGAN LENGKUNG HORISONTAL

    $6 Data lengkung Landai Relati dan Diagram Su5er Ele(asi

    a6 Perhitungan Data Lengkung di titik /

    a;6 Perhitungan data lengkung

    Diketahui =I J = 7! km#jam

    emaks = 7 K

    B = 8$-77>,

    Lebar jalan = 9 @ -!! ; tan5a median

    1emiringan melintang n,rmal = K

    o Nen?ari R min untuk lengkung h,ri,ntalDengan rumus :

    R =v2

    127 (e+ f)

    dimana : J = 1e?e5atan

    e = Su5erele(asi

    = 1,,sien gesekan melintang

    R =80

    2

    127 (0,1+0,14) = !"-"8 m $! m

    Dari tabel 6> di5er,leh Rmin desain $! m- D maks -7,

    Di?,ba digunakan R/ = " m D = ,- dari table $ untuk

    Met,de Bina Marga di5er,leh

    e = !-!"

    Ls = 8!

    Lengkung diren?anakan SC/CS

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    s = Rc

    Lsx

    90

    = 84

    4590x

    = $-,

    s = Ls(1 Ls40xRc )= > (1 4540x 84 )= >>-8 m > m

    3? =

    ==846

    45

    6

    22

    xRcx

    Ls

    > m

    ? = B @ s

    = ", @ $-,

    = 6>,

    L? =C

    180 @ @ 7>

    = 54.46180

    @ @ 7>

    = 768 m

    L = L? 9 @ Ls;

    = 768 9 @ >;

    = $868 m

    5 =

    )cos1(6

    2

    sRcRcx

    Ls

    =

    )35,15cos1(84846

    452 o

    x

    = $-!! m

    Atau

    5 = 5Q @ Ls =I di5er,leh dari tabel >-$!

    = !-!7> @ >67"

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    = $-! m

    k =

    sRcRcx

    LsLs sin

    40 2

    2

    =

    o

    x35,15sin84

    8440

    4545

    2

    2

    = -8 m

    Atau

    k = kQ @ Ls

    = !->"787$$ @ >

    = ->> m

    &s = [ (Rc+p ) tan B2]+k

    = [ (95+1,00 ) tan932]+k= $!68 m= $!8 ?m

    E? =

    Rc+p

    C R?

    = [(95+1,00

    cos95

    2)] C7>

    = 68 m = 8?m

    b6 Diagram su5er ele(asi

    Sisi di luar

    emax = + 8%

    Sisi di dalam

    e = 0

    emax = 8%

    !s

    Sc!c

    "o# 1

    2%

    "o# 2 "o# 3

    2%

    0 %2%

    8%

    8%

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    2% 2%

    +8%

    8%

    3,5 m 3,5 m

    ?;6 Perhitungan landai relati

    h = e @ B

    = 9 86" K K ; @ -

    = !- m

    3,P'%&."#!" D!.! L'"#)"# +& .&.&) C

    a;6 Perhitungan data lengkung

    Diketahui =I J = ! km#jam

    emaks = $!K

    / =6,

    Dari tabel >6$di5er,leh

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    Rmin = 6 m digunakan R? = 7> m

    Dari tabel $6 di5er,leh

    e = !6$!! = $! K

    Ls = >

    =I e dan Ls terletak diba+ah garis batas sehingga

    digunakan ti5e tikungan SC/CS

    s = Rc

    Lsx

    90

    = 84

    4590x

    = $-,

    s = Ls(1 Ls40xRc )= > (1 4540x 80 )= >>-7 m 45m

    3? =

    ==846

    45

    6

    22

    xRcx

    Ls

    > m? = / @ s

    = 6, @ $-,

    = 68,

    L? =Rcxx

    c

    180

    =52.37

    180@ x 84

    = 868> m

    L = L? 9 @ Ls;

    = 868> 9@>;

    = $68> m

    5 =

    )cos1(6

    2

    sRcRcx

    Ls

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    =

    )35,15cos1(84846

    452

    o

    x

    = $-!! m

    Atau

    5 = 5Q @ Ls =I di5er,leh dari tabel $6>

    = !-!7> @ >

    = $-! m

    k =

    sRcRcx

    LsLs sin

    40 2

    2

    =

    o

    x35,15sin84

    84404545

    2

    2

    = -8 m

    Atau

    k = kQ @ Ls

    = !->"787$$ @ >

    = ->> m

    &s = [ (Rc+p ) tan C

    2]+K

    = [ (84+1,02) tan35.32]+22,76= "76!8 m = "7!8 ?m

    E? = [Rc+p

    cosC

    c2]Rc

    = [84+1,02

    cos35.3

    c2 ]84

    = "68 m = "8 ?m

    h = e @ B

    = 9 $! K K ; @ -

    = !-> m

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    /6 Perhitungan Data Lengkungkung di &itik D

    a;6 Perhitungan data lengkung

    Diketahui =I J = ! km#jam

    emaks = $!K

    D =6,

    Dari tabel >6$di5er,leh

    Rmin = 6 m digunakan R? = 7> m

    Dari tabel $6 di5er,leh

    e = !6!7! = 7 K

    Ls = >

    =I e dan Ls terletak diba+ah garis batas sehingga

    digunakan ti5e tikungan SC/CS

    s = Rc

    Lsx

    90

    = 84

    4590x

    = $-,

    s = Ls(1 Ls40xRc )= > (1 4540x 80 )= >>-7 m 45m

    3? =

    ==846

    45

    6

    22

    xRcx

    Ls

    > m? = D @ s

    = 6, @ $-,

    = >6m

    L? =Rcxx

    c

    180

    =54.33

    180@ x 84

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    = 876$ m

    L = L? 9 @ Ls;

    = 876$ 9@>;

    = $76$ m

    5 =

    )cos1(6

    2

    sRcRcx

    Ls

    =

    )35,15cos1(84846

    452 o

    x

    = $-!! m

    Atau

    5 = 5Q @ Ls =I di5er,leh dari tabel $6>

    = !-!7> @ >

    = $-!7 m

    k =

    sRcRcx

    LsLs sin

    40 2

    2

    =

    o

    x35,15sin84

    84404545

    2

    2

    = -8 m

    Atau

    k = kQ @ Ls

    = !->"787$$ @ >

    = ->> m

    &s = [ (Rc+p ) tanC2]+K

    = [ (84+1,02 ) tan25.32]+22,76= $!!68$ m= $!!8$ ?m

    E? = [Rc+p

    cosC

    c2]Rc

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    = [84+1,02

    cos25.3

    c2 ]84

    =$6> m =$> ?mb6Diagram su5er ele(asi

    Sisi di luar

    emax = + 8%

    Sisi di dalam

    e = 0

    emax = 8%

    !s

    Sc

    !c

    "o# 1

    2%

    "o# 2 "o# 3

    2%

    0 %2%

    8%

    8%

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    ?6Perhitungan landai relati

    2% 2%

    +8%

    8%

    3,5 m 3,5 m

    h = e @ B

    = 9 7 K K ; @ -

    = !- m

    Stationing Lengkung Horisontal

    $ie#a&ui ' S#a#ionin = 42 + 320

    S#a#ionin * = 42 + 40524

    S#a#ionin = 42 + 4911-

    S#a#ionin $ = 42 + 54335

    S#a#ionin . = 42 + 5944-

    S#a#ion !s = S#a#ion * / !s

    = (42+ 40524) / 1036-

    = 42 + 3015-

    S#a#ion Sc = S#a#ion !S + s

    = (42 +3015-) + 45

    = 42 + 3465-

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    S#a#ion s = S#a#ion Sc + c

    = (42 +3465-) + 82-3

    = 42 + 4293

    S#a#ion S# = S#a#ion s + s

    = (42 + 4293) + 45

    = 42 + 4-43

    S#a#ion = S#a#ion S# + (d./ !s)

    = (42 + 4-43) + (8593 / 1036-)

    = 42 + 45656

    S#a#ion !s = S#a#ion / !s

    = (42 + 4911-) / 980-

    = 42 + 3931

    S#a#ion Sc = S#a#ion !s + s

    = (42 + 3931) + 45

    = 42 + 4381

    S#a#ion s = S#a#ion Sc + c

    = (42 + 4381) + -6-4

    = 42+ 51484

    S#a#ion S# = S#a#ion s + s

    = (42 + 5141) + 45

    = 42 + 55984

    S#a#ion $ = S#a#ion S# + (d/ !s)

    = (42 + 55984) + ( 5218 / 980-)

    = 42 + 51395

    S#a#ion !s = S#a#ion $ / !s= (42 + 54335) / 100-1

    = 42 + 44262

    S#a#ion Sc = S#a#ion !s + s

    = (42 + 44262) + 45

    = 42 + 48-64

    S#a#ion s = S#a#ion Sc + c

    = (42 + 48-64) + -831

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    = 42+ 56595

    S#a#ion S# = S#a#ion s + s

    = (42 + 56595) + 45

    = 42 + 61095

    S#a#ion . = S#a#ion S# + (d/ !s)

    = (42 + 61095) + ( 5162 / 100-1)

    = 42 + 56186

    3 Pelebaran Perkerasan pada Tikungan

    "elearan ererasan ada #iunan dicari denan rumus

    * = n ( +c ) + ( n 1) !d + 7

    $imana

    n = aur an#as

    = +)( 22 PRR +

    = ear endaraan 2,5 m

    : = ;ariari lenun

    " = ;ara andar (as roda) #ru 6,5 m = "emeasan samin 0,8 m

    !d =[ ] RAPAR ++ )2(2

    = "anan #anaan 1,5 m

    7 = "elearan #ama&an aia# elalaian enemudi

    7 = R

    V105,0

    < = ecea#an rencana

    n = 2

    Se&ina

    = +)( 22 PRR +

    = 2,5 +)5,684(84 22 +

    = 2,25 m

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    !d =[ ] RAPAR ++ )2(2

    =[ ] 84)5,15,6+2(5,1842 ++

    = 0,129 m ' #ida isa dicari denan ra>i 1

    7 = R

    V105,0

    = 84

    50+105,0

    = 0,5-3 m ' #ida isa dicari denan ra>i 1

    ?aa * = n ( +c ) + ( n 1) !d + 7

    = 2 ( 2,25 + 0,8) + ( 21 ) 0,129 + 0,5-3

    = 6,802 m

    ear ererasan alan lurus

    *n = 2 3,5 = - m

    arena * @ *n, maa #ida dierluan enama&an lear ererasan ada

    #iu

    C. PERHITUNGAN LENGUNG !ERTIAL

    1 "er&i#unan elandaian (rade A;alan)

    S#a ""

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    = 43 +1-5

    S#a ""

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    C1 0,3 %

    C1 3 %

    C2 = 03 %C1= 3 %

    "

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    .leEasi = .leEasi ""

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    C3 9%

    C3 0,3 %

    S#a#ion = S#a#ion "

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    = (42 + -25) / G 80

    = 42 + -05

    .leEasi = .leEasi ""

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    = 100 + 0,03 80) + L

    XA

    200

    2

    = 100 + 0,03 80) +8,7.80

    2

    200x 80

    =103,24

    3$. Lengkung PP!3

    *elu% ada ga%bar #

    a "anan lenun ' = |q1q2|=|915|

    = 10,5 %

    < = 40 mAam

    =120 m ' dari ra>i DDD "";:

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    S#a ""

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    .leEasi = .leEasi ""i DDD "";:

    S#a ""

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    G lenun ' H = 1-,5

    S#a#ion = S#a#ion ""

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    = 93,5 + 0,015 -0) + ! X

    2

    200.L

    = 935+ 0,015 -0) +6.7 !70

    2

    200x 70=948

    ,$. Lengkung PP!,

    *elu% ada ga%bar 3

    a "anan lenun ' = |q5q6|=|5.24.7|

    = 99% < = 60 mAam

    =120 m ' dari ra>i DDD "";:

    S#a ""

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    F lenun ' H =60

    S#a#ion = S#a#ion "

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    < = 60 mAam

    =50 m ' dari ra>i DDD "";:

    S#a ""

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    S#a#ion = S#a#ion "

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    &ir lenun 42+ 890 86

    ""