Exercise Hidrologi

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    Hitung Parameter Statistik Data Tesebut

    Hitung hujan rancangan dengan distribusi hujan mengikuti distribusi Gumbe

    kala ulang 5 tahun dan 20 tahun (Ganjil)

    kala ulang 10 tahun dan 50 tahun (Genap)

    No TahunTinggi Hujan Tinggi Hujan

    (mm) (mm)

    1 2

    1 1!!! 11"#10 1$%"12#&1

    2 2000 '$#'0 "%022#&&

    $ 2001 101#0 10%$22#5

    & 2002 '#00 &%2

    5 200$ '"#"0 "%!1#2!

    200& 11'#20 1$%!"1#2&

    " 2005 10'#00 11%

    ' 200 1$2#10 1"%&50#&1

    ! 200' 1$!#00 1!%$21#0010 200! "$#00 5%$2!#00

    11 2010 0#20 $%2&

    12 2011 '#50 "%&'2#25

    1,175.20 122,214.64

    1%1"5#20

    12#00

    122%21&

    12#00

    0#00 10%1'7

    n 12#00

    1#00&

    1

    *

    a *+

    2

    ,rata-rata

    (,rata-rata

    )2

    (102#&$)

    2

    *

    *+

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    #

    "!$

    $$#1

    1

    a

    2$#00

    dr Tabel

    dr Tabel

    dr Tabel

    dr Tabel

    dr Tabel

    ,T

    T5

    .T

    T20

    .T

    T10

    .T

    T50

    .T

    T100 .T

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    ll untuk

    !"#!$

    10%&!1#!0

    10%1'7

    - 10%&!1#!0 2$#11

    % . 0#&&'

    2$#11

    2$#001#00&

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    # #

    0#&5

    / b

    / $$#1

    0#2!$5 2$#00 0#2!$5 /

    0#&!$$ 2$#00 0#&!$$ /

    0#&2"1 2$#00 0#&2"1 /

    $#!01! 2$#00 $#!01! /

    2$#00 /

    ,T

    .T

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    $$#1 &0#$ mm2&jam

    $$#1 &! mm2&jam

    $$#1 &$#&& mm2&jam

    $$#1 12$#$" mm2&jam

    $$#1 1$!#&& mm2&jam

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    Diketahui 110 mm

    120 mm

    3 10! mm

    D $01 mm

    Ditan+a

    SD

    4

    nalisa Perhitungan

    Prata-rata

    Prata-rata

    2

    36

    ( )

    10

    4,25

    176744100.100

    )(.1

    1800

    3

    221800

    22

    22

    222

    =

    =

    ==

    =

    +==

    +==

    E

    CN

    pC

    ppn

    n

    n

    pp

    n

    pp

    v

    v

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    7P

    4

    1%'00#00

    1%"#"

    $%2&0%000#00

    $%25%#"

    SD $#00

    2#00

    1#$$

    1#$$

    1#$$

    1'0%"&0#"&

    &25#1&

    100#00

    Prata-rata

    Prata-rata

    2

    36

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    2

    4 2

    10#00

    2#&0&$10025

    5#"!0!101!"

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    2

    = EC

    N

    v

    47,6

    4,25

    449)1767667.256.3.(2

    3

    667.256.33

    13002200

    176713000

    5.05.0

    22

    =

    =

    =

    =

    =+

    =+

    mm

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    2%200#00 1%$00#00

    2#00

    &%'&0%000#00 1%!0%000#00

    2#00

    ( $%25%#" -

    ( $%25%#" -

    $%25%#" $%121%111#11

    1$5%555#5

    , &25#1&

    1%"#"

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    1%"#" ) 0#5

    1%"#" ) 0#5

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    Pada sebuah DS terdapat " stasiun pengukur curah hujan% dengan curah

    hujan masing-masing adalah

    1.00 2.00 3.00 4.00 5.00

    0#00 52#00 &'#00 50#00

    STALuas

    1 #5 "#$&

    2 0#00 10#52 11#0$$ 52#00 '#02 "#2!

    & &'#00 !#0' "#2

    5 50#00 #$2 5#52

    &0#00 "#&2 5#1!

    " $#00 !#2' 5#'&

    57.20 49.84

    STALuas

    1-2 2#00 #5 '#&!

    2-$ 5#00 10#52 12#2!

    $-& 50#00 '#02 '#$"

    &-5 &!#00 !#0' !#2'

    5- &5#00 #$2 5#!$

    -" $'#00 "#&2 5#''

    47.92 50.25

    1-2 55 1"#!& 2'#''

    2-$ &5 1#22 21#$"

    $ 50.25

    u!ah Hujan(mm)

    "o#um$ H(mm%&m2)(&m2)

    u!ah Hujan

    (mm)

    "o#um$ H

    (mm%&m2

    )(&m2)

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    6.00 7.00'aa!aa H

    (mm)

    &0#00 $#00 50#00

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    Diketahui 110 mm

    120 mm

    3 10! mm

    D $01 mm

    Ditan+a

    SD

    4

    nalisa Perhitungan

    7P

    4

    110#00 120#00

    10#00

    12%100#00 1&%&00#00

    $2%2&5#50

    SD

    ($#00

    1#$$ (

    &2%"'0#" 0#50

    Prata-rata

    Prata-rata

    2

    36

    Prata-rata

    Prata-rata

    2

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    20#'$

    100#00 ,

    10#00

    12!#2"

    4 12!#2"

    10#00

    12#!2"1"!'

    1"#111!"!2

    36

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    10!#00 888

    11%''1#00 !0%01#00

    $2%2&5#50 - 10#00 ) 0#5

    $2%0'5#50 ) 0#50

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    20#'$

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    Pada sebuah DS terdapat " (tujuh) stasiun pengukur curah hujan% dengan cur

    1#00 2#00 $#00 2 $

    Sasiun H (mm)

    Sta 1#00 #5 &1!#'&

    Sta 2#00 0#00 10#52 $1#20

    Sta $#00 52#00 '#02 &1"#0&Sta &'#00 !#0' &$5#'&

    Sta 5#00 50#00 #$2 $1#00

    Sta #00 &0#00 "#&2 2!#'0

    Sta "#00 $#00 !#2' $$'

    57.20 2,850.80

    49.84 mm

    1-2 0#00 1"#!& 1%0"#&02-$

    $-&50#00 1#22 '11#00

    &-5

    5-0#00 22#& 1%$5'#&0

    -"

    56.80 3,245.80 57.14 mm

    A (&m2) H. 'aa2

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    ah hujan masing-masing adalah

    12!#!0

    '$!#"0 0#15 2$#20

    150#00

    0#1'

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    *A+'AHS-H+T L/ASAN ANTA'A 2 '+'ATA *A' 2

    mm S-H+T S-H+T

    1 2 $ &

    1

    15#00

    1 1"#50

    20#00

    50#00 22#50

    2

    25#00

    !5#00 2"#50

    $0#00

    111#00 $2#50

    $

    $5#00

    1&0#00 $"#50

    &0#00

    "0#00 &2#50

    &

    &5#00

    /LAH 480.00

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    L/ASAN '+'ATA 9ata-9ata 3urah Hujan

    5$& $0#00 5$#00

    2&5#00

    1%125#00

    2%12#50

    $%0"#50

    5%250#00

    2%!"5#00

    15,815.00 32.95 mm

    757$

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    &2#00 1 "0#00 55#00 15#00 2"!#00

    $!#'mm

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    :s;h+et

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    Hitung Parameter Statistik Data Tesebut

    Hitung hujan rancangan dengan distribusi hujan mengikuti distribusi Gumbell unt

    kala ulang 5 tahun dan 20 tahun (Ganjil)

    kala ulang 10 tahun dan 50 tahun (Genap)

    No TahunTinggi Hujan Tinggi Hujan

    (mm) (mm)

    1 2

    1 1!!! 11"#10 1$%"12#&1

    2 2000 '$#'0 "%022#&&

    $ 2001 101#0 10%$22#5

    & 2002 '#00 &%2

    5 200$ '"#"0 "%!1#2!

    200& 11'#20 1$%!"1#2&

    " 2005 10'#00 11%

    ' 200 1$2#10 1"%&50#&1

    ! 200' 1$!#00 1!%$21#0010 200! "$#00 5%$2!#00

    11 2010 0#20 $%2&

    12 2011 '#50 "%&'2#25

    1,175.20 122,214.64

    1%1"5#20

    12#00

    122%21&

    12#00

    0#00 10%1'7 -

    n 12#00 %

    1#00&

    1

    *

    a *+

    2

    ,rata-rata

    (,rata-rata

    )2

    (102#&$)

    2

    *

    *+

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    #

    "!$

    $$#1

    1

    a

    2$#00

    dr Tabel

    dr Tabel

    dr Tabel

    dr Tabel

    dr Tabel

    ,T

    ,T

    .T

    T5

    .T

    T20

    .T

    T10

    .T

    T50

    .T

    T100 .T

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    k

    !"#!$

    10%&!1#!0

    10%1'7

    10%&!1#!0 2$#11

    . 0#&&'

    2$#11 2$#00

    1#00&

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    # #

    0#&5

    / b

    / $$#1

    0#2!$5 2$#00 0#2!$5 / $$#1

    0#&!$$ 2$#00 0#&!$$ / $$#1

    0#&2"1 2$#00 0#&2"1 / $$#1

    $#!01! 2$#00 $#!01! / $$#1

    2$#00 / $$#1

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    &0#$ mm2&jam

    &! mm2&jam

    &$#&& mm2&jam

    12$#$" mm2&jam

    1$!#&& mm2&jam

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    nalisis =rekuensi hujan dengan >et;de Distribusi 4;rmal

    4; Tahun 4;# ?rut , Tr (Tahun)

    1 2001 10#00 5 11!#00

    2 2002 $#00 '2#&0 !$0$ 200$ 5#00 "#00 '2#&0

    & 200& "#00 "0#20 '1#00

    5 2005 '1#00 "#00

    200 2#00 !$0 "

    " 200" '#00 !#50 "0#20

    ' 200' !#00 "#'0 !#50

    ! 200! #00 " "#'0

    10 2010 1#00 11!#00 5

    788.20

    @umlah data n 10#00

    4ilai 9ata-rata "'#'2

    Standard DeAiasi 1"#& 1#2'

    ,urut

    S

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    1#"

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    Tahun i (mm) Log i (Log iLog )

    1!!1 &'#!2 1#'!&! 0#0115 0#0001$

    1!!2 &"#"1 1#"'1 0#022&& 0#00050

    1!!$ 51#2 1#"12'2 -0#011"" 0#0001&

    1!!& &0 1#52 0#0$&5$ 0#0011!

    1!!5 &!#' 1#!1' 0#00&'" 0#000021!! &"#"5 1#"'!" 0#0220' 0#000&!

    1!!" 52#'& 1#"22! -0#021!1 0#000&'

    1!!' 50#0! 1#!!"5 0#001$0 0#00000

    1!!! 52#1 1#"1"$& -0#012! 0#0002"

    2000 &'#5& 1#'10 0#01&!5 0#00022

    2001 5"#5& 1#"5!!" -0#05'!2 0#00$&"

    2002 50#5" 1#"0$'! -0#002'& 0#00001

    603.82 20.41260 0.00693

    Aerage 1#"0105 9erata

    SD 0#02510 Standard DeAiasi3S 1#05&1! B;eC#Bepencengan (Skenes)

    Simpangan aku SD 0#02510 Simpangan aku (Standart DeAiati;n)

    Tabel Harga =akt;r =rekuensi B adalah sebagai berikut

    Bala ?lang T

    0#0002!!&2

    s 100 1#05&2-1#0

    1#00 $#02$ 1#20-1#0

    1#20 $#1&!

    1#05&2 $#05" in$!o#asi 0#2"1

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    0#2"1

    0#05&2 1#5!!!&0#2 1#5

    0#2"1 1#

    0#00

    2#5&

    2%500#00

    12%500#00

    2#50

    $1!#&&

    1!%1#" 10#00

    0#"0 "#$0

    0#!' 10#&5

    0#00 $#15

    10#00

    1%000%000#00

    1$#$&

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    Tahun

    0#00000 1#00000 1

    0#00001 2#00000 2

    0#00000 $#00000 $

    0#0000& &

    0#00000 5#00000 50#00001 #00000

    -0#00001 "#00000 "

    0#00000 '#00000 '

    0#00000 !#00000 !

    0#00000 10#00000 10

    -0#00020 11#00000 11

    0#00000 12#00000 12

    0.00015 1$

    1&

    151

    1"

    1'

    1!

    $#05"1& 20

    21

    B#$#02$ 22

    $#1&!-$#02$ 2$

    2&

    $#02$#B 25

    0#12 2

    SD B 2"

    2'

    0#02510 $#05"00 2!

    $0

    0#0""$ $1

    $2

    $$

    $&

    $5$

    $"

    $'

    $!

    &0

    (Log iLog )3

    $#02$

    B

    1#20

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    0#0!!!&0#1

    0#!!!&

    -0#2&0

    -0#25& Sc

    -0#01& 2#00

    1"#1&2'5"1&2! 1#$0

    0#000

    -0#01$!!1

    -0#25$!!1

    0#"0 0#!' 10#00 1%000#00

    0#00

    1#50

    1%500#00

    "%500#00

    &%000#00

    %#"

    1&%1#"

    2$#11

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    i (mm) Log i (Log iLog )

    5'#'0 1#"!$' -0#025 0#000 -0#00002

    &0#0 1#0'5$ 0#1$51! 0#01'2' 0#002&"

    &5#&0 1#5"0 0#0' 0#00"51 0#0005

    &0#50 1#0"& 0#1$2 0#01'5" 0#0025$

    &0 1#'0''! -0#051" 0#00&25 -0#0002'&'#10 1#'215 0#015" 0#00$"! 0#0002$

    5$#&0 1#"2"5& 0#011' 0#0002 0#00000

    52#"0 1#"21'1 0#021!1 0#000&' 0#00001

    $#20 1#'00"2 -0#05"00 0#00$25 -0#0001!

    1$$#0 2#125'1 -0#$'20! 0#1&5!! -0#055"'

    5'#50 1#""1 -0#02$&& 0#00055 -0#00001

    "0 1#'10!0 -0#0"1! 0#00&51 -0#000$0

    5#20 1#'1&25 -0#0"05$ 0#00&!" -0#000$5

    5#10 1#"&'! -0#0052& 0#0000$ 0#00000

    55#"0 1#"&5' -0#0021& 0#00000 0#00000&!#$0 1#!2'5 0#050'" 0#0025! 0#0001$

    "&0 1#'"15" -0#12"'5 0#01$5 -0#0020!

    &'#20 1#'$05 0#00" 0#00$' 0#00022

    !#20 1#'&011 -0#0!$! 0#00!2! -0#000!0

    50#20 1#"00"0 0#0&$02 0#001'5 0#0000'

    &!#"0 1#!$ 0#0&"$ 0#0022& 0#00011

    &2#"" 1#$11& 0#1125' 0#012" 0#001&$

    "2#0 1#'0!& -0#11"22 0#01$"& -0#0011

    "#0 1#'2!!5 -0#0'2$ 0#00"&& -0#000&

    $0 1#55' 0#0"'1& 0#0011 0#000&'

    &'#0 1#'& 0#05"0' 0#00$2 0#0001!

    0#50 1#"'1" -0#0$'0& 0#001&5 -0#0000

    $#50 1#'02"" -0#05!05 0#00$&! -0#00021

    &1#$0 1#15!5 0#12""" 0#01$2 0#0020!

    &5#&0 1#5"0 0#0' 0#00"51 0#0005

    50#$0 1#"015" 0#0&215 0#001"' 0#0000"

    52#!0 1#"2$& 0#0202 0#000&1 0#00001

    "0 1#!$2 0#0"&&0 0#0055& 0#000&1

    &'#'0 1#''&2 0#055$0 0#00$0 0#0001"

    "0 1#!$2 0#0"&&0 0#0055& 0#000&1&'#$0 1#'$!5 0#05!"" 0#00$5" 0#00021

    &"#'0 1#"!&$ 0#0&2! 0#00&1$ 0#0002"

    1#'102$ -0#051 0#00&&2 -0#0002!

    5$0 1#"$&'0 0#00'!2 0#0000' 0#00000

    !2 1#!"5&$ -0#2$1"1 0#05$! -0#012&&

    2,285.37 69.74877 0.40330 0.06234

    9erata 1.74372

    SD 0#101!

    (Log iLog )2 (Log iLog )3

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    3s 1#5!!!&

    6c 0#010$&

    9erata 5"#1$& 9ata-rata

    SD 1#5'0 Standard DeAiati;n

    3A 0#2!0 6ariati;n 3;eEcient

    Sc 2#'"0 Skeness 3;eEcient3k 11#2'"Burt;sis

    35.261Burt;sis

    2 5 10 20 50

    -0#1!5 0#"$$ 1#$&0 1#!10 2#2

    -0#210 0#"1! 1#$$! 1#!25 2#"

    2#'"0

    1 1%000%000#00

    &%&&&&

    1$%$$$#$$

    1"%"""#""

    2!#$0

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    Tahun i (mm)

    1 $#$0

    2 "2#00

    $ !$#$0

    & &!#10

    5 52 '0

    " 52#&0

    ' 1#"0

    ! 2

    10 '2#0

    11 5#00

    12 !0

    1$ &'#'0

    1& 10#'0

    15 ''#!01 10"#"0

    1" 50#$0

    1' 110#"0

    1! !5#0

    20 51#!0

    21 202#$0

    22 1&0#0

    2$ 52#50

    2& "5#'0

    25 !#'0

    2 51#50

    2" 1&'#50

    2' '#20

    2! ''#!0

    $0 !$#'0

    $1 &'#20

    $2 120#20

    $$ 10&0

    $& 10"#0

    $5 15#&0$ 12#$0

    $" !#$0

    $' 2#&0

    $! !0#$0

    &0 '5#"0

    3,465.50

    '$!aa 86.638

    S* 35.315

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    0.408

    S 1.232

    1.851

    100

    $#1&!

    $#211

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    nalisis =rekuensi hujan dengan >et;de Distribusi Pears;n t+pe :::

    4; Tahun , /

    1 2001 5 "'#'20 /

    2 2002 '2#&0 "'#'20 /

    $ 200$ "#00 "5#1'

    & 200& "0#20 3s 2 5 105 2005 '1#00 1#20 -0#1!5 0#"$$ 1#$&0

    200 !$0 1#$0 -0#210 0#"1! 1#$$!

    " 200" !#50 1#2"5 -0#20 0#"22 1#$$!

    ' 200' "#'0

    ! 200! "

    10 2010 11!#00

    Sum 788.200 1#20

    A$!ag$ 78.820 1#$0

    S* 17.643 1#2'

    S 1.275 0#"5 -0#1!5 0#"$$ 1#$&0 0.224 -0#01500 -0#01&00 -0#00100

    -0#0112" -0#01052 -0#000"5

    d -0#202" 0#"22&' 1#$$!25

    ,T

    ,i

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    SD

    -0#20 1"#&$

    -$#$&

    20 50 1001#!10 2#2 $#1&!

    1#!25 2#" $#211

    1#!21 2#5" $#1!

    1#!10 2#2 $#1&!0#01500 0#0&100 0#0200

    0#0112" 0#0$0'2 0#0&0

    1#!212" 2#5'2 $#1!50

    BT

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    4; Tahun , (mm)

    1 1!'0 1&0#00 1!%00#00

    2 1!'1 150#00 22%500#00

    $ 1!'2 10#00 25%00#00

    & 1!'$ 1&0#00 1!%00#00

    5 1!'& 1"0#00 2'%!00#00

    1!'5 10#00 25%00#00

    " 1!' 1"0#00 2'%!00#00

    ' 1!'" 1&0#00 1!%00#00

    ! 1!'' 1$0#00 1%!00#00

    10 1!'! 120#00 1&%&00#00

    11 1!!0 1'0#00 $2%&00#00

    12 1!!1 1"0#00 2'%!00#00

    1$ 1!!2 1'0#00 $2%&00#00

    1& 1!!$ 10#00 25%00#00

    15 1!!& 10#00 25%00#00

    2,330.00 366,500.00

    155.33 24,433.33

    18.07 24,433.33

    0.44

    0.12

    -0#105!""2

    , (mm)2

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    2&%12'#&&

    $0'!

    1"#&

    1#'$

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    4F P(mm)

    1 $#$0 &%00#'!

    2 "2#00 5%1'

    $ !$#$0 '%"0'!

    & &!#10 2%&10#'1

    5 52 2%!"0#25 '0 &%1!!#0&

    " 52#&0 2%"&5#"

    ' 1#"0 $%'0#'!

    ! 2 &%10#25

    10 '2#0 %'22#"

    11 5#00 $%1$#00

    12 !0 2%1!!#1

    1$ &'#'0 2%$'1#&&

    1& 10#'0 11%&0#2&

    15 ''#!0 "%!0$#211 10"#"0 11%5!!#2!

    1" 50#$0 2%5$0#0!

    1' 110#"0 12%25&!

    1! !5#0 !%1$!#$

    20 51#!0 2%!$#1

    21 202#$0 &0%!25#2!

    22 1&0#0 1!%"'#$

    2$ 52#50 2%"5#25

    2& "5#'0 5%"&5#& 1#2$ 1#20

    25 !#'0 !%$"0#2& 1#$0 1#202 51#50 2%52#25

    2" 1&'#50 22%052#25 5#'2

    2' '#20 "%&$0#&& #15

    2! ''#!0 "%!0$#21 0#$$

    $0 !$#'0 '%"!'#&&

    $1 &'#20 2%$2$#2&

    $2 120#20 1&%&&'#0&

    $$ 10&0 10%'!!#$

    $& 10"#0 11%5""#"

    $5 15#&0 2"%$5"#1

    $ 12#$0 15%!51#!

    $" !#$0 !%2"$#!

    $' 2#&0 $%'!$#"

    $! !0#$0 '%15!

    &0 '5#"0 "%$&&!

    3,465.50 $&'%''0#5$

    '#&Aerage

    $5#$1SD

    P(mm)2

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    1.23164Sc

    0#&0"2 3A

    "#02&2

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    0#0$

    0#100#$0

    0#10

    5#!152

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    4; P (mm)

    1 1#'0'5'

    2 $ 1#5$2"5&

    $ 5"#$0 1#"5'155

    & 5#$0 1#"5050'

    5 $0 1#'0'211

    "0 1#'10!0&" $!#&0 1#5!5&!

    ' 5#"0 1#"5$5'$

    ! &!#10 1#!10'1

    10 &2#20 1#25$12

    11 11'#50 2#0"$"1'

    12 !0#!0 1#!5'5&

    1$ "$0 1#'"0!'!

    1& $"#20 1#5"05&$

    15 !2#&0 1#!5"2

    1 11#!0 2#0"'15

    1" 5$#"0 1#"2!!"&

    1' 1#'0 1#"!0!''

    1! '2#10 1#!1&$&$

    20 102#!0 2#012&15

    21 5#!0 1#"55112

    22 5!#50 1#""&51"

    2$ &2#"0 1#$0&2'

    2& "5#"0 1#'"!0!

    25 &2#0 1#2!&1

    2 &$#&0 1#$"&!

    2" 55#&0 1#"&$51

    2' $'0 1#5&15"!

    2! '#0 1#'$$2&

    $0 2#&0 1#"!51'5

    $1 !2#0 1#!11

    $2 $#$0 1#'01&0&

    $$ &!0 1#522&

    $& $"#10 1#5!$"&

    $5 !"#&0 1#!''55!

    $ 5 1#"$$!!!

    $" 5#'0 1#'1'22

    $' $#00 1#"!!$&1

    2%&1!#20 "#&

    $# 1#"'

    22#0'1!5 0#1&&!5

    0#!01!2" 0#22500

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    1 $#$0

    2 "2#00

    $ !$#$0

    & &!#10

    5 52

    '0

    " 52#&0' 1#"0

    ! 2

    10 '2#0

    11 5#00

    12 !0

    1$ &'#'0

    1& 10#'0

    15 ''#!0

    1 10"#"0

    1" 50#$01' 110#"0

    1! !5#0

    20 51#!0

    21 202#$0

    22 1&0#0

    2$ 52#50

    2& "5#'0

    25 !#'0

    2 51#50

    2" 1&'#50

    2' '#20

    2! ''#!0

    $0 !$#'0

    $1 &'#20

    $2 120#20

    $$ 10&0

    $& 10"#0

    $5 15#&0

    $ 12#$0

    $" !#$0

    $' 2#&0

    $! !0#$0

    &0 '5#"0

    $%&5#500

    '#$'9ata-rata

    $5#$15SD

    0#&0' 3A

    1#2$2 3s

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    Sc 2 5 10 20 50 100

    1#200 1#200 1#5&2 2#0'2 2#!! &!0 5#'15

    1#$00 1#222 1#5'0 2#1$$ $#0"2 "11 #1&!

    1#2$2 1#20"

    1#2$2 - 1#200

    B 1#200

    1#$00 - 1#200 1#222 1#200

    0#0$2

    1#200B

    0#100 0#022

    0#$1$!"

    1#200B

    0#022

    B 0#$1$!" 0#022

    1#20!1

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    / SD

    '#& 1#21 $5#$1

    $%102#21

    / 1#200

    ,T

    ,i

    BT

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    Hitung esaran intensitas hujan pada suatu daerah aliran apabila diketahui da

    harian dengan kala ulang 2 tahun dan 9&2 mm% aktu k;nsentrasi pada dae

    Tc 1#2 @am#

    'umus onono$

    : 9

    ( 2&

    )2& Tc '0#!1

    2&

    &2

    ( 2&

    ) $#$"125

    2& 1#2

    0#" 1#"5( 20 ) &1#"'5$

    1#"5( "#$'0)

    12.894mm%am 0#002"'

    0#&5

    &1#"!

    20

    1#0&55'

    2$

    2$

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    ta hujan

    ah aliran tersebut

    2 0#"

    0#55

    &$#&

    12#$!

    3,000.00

    2#50

    $#5

    10500

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    Suatu Daerah Pusat Perniagaan dengan suatu bentuk titik sebagai titik

    saluran drainase berada di tengah-tengah areal dengan kemiringan salura

    kecepatan aliran diatas permukaan tanah diperkirakan sebesar 0#15 mde

    jika terjadi hujan merata pada daerah aliran tersebut dengan intensitas se

    tentukan besarn+a debit maksimum untuk merancang dimensi saluran dr

    I

    P

    G

    $ Bm

    nalisa Perhitungan

    sumsi arah aliran IG :

    B;eJsien daerah pengaliran untuk daerah perniagaan pada tab

    K 0#!

    Laktu k;nsentrasi Tc t; / td

    t; Becepatan di atas tanah A; 0#15 mdet

    IP 1000 m

    t; IPA;

    t; 1%000#00

    0#15

    %#"

    td Bemiringan saluran & % menurut tabel

    Ad 0#! mdet

    P $000 mtd PAd

    $%000#00

    enurut tabel k;eJsien pen+ebaran hujan M 0#!!2

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    0#!0

    $%$$$#$$

    t; / td

    %#" /

    10%000#00 det

    1#" menit2#"' @am

    Debit aliran >aimum menurut met;de rasi;nal terjadi apabila

    hujan +ang terjadi lebih besar atau sama dengan aktu k;nsen

    artin+a akumulasi air hujan seluruh daerah pengaliran secara b

    sama meleati titik k;ntr;l

    ; < = > ?

    < 0.9 > 0.992

    < 14.88

    Laktu k;nsentrasi Tc

    m3%@$

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    ;ntr;l keluaran

    n sebesar &

    #

    besar 10 mm@am%

    inasen+a

    =

    1 Bm

    ;

    1 Bm

    H

    ;

    l

    det

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    det

    $%$$$#$$

    lama

    rasi%

    rsama

    > > A

    > 2.78 > 6

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    120 1

    1$0 1#0"

    1&0 1#15

    150 1#5

    10 1#

    1"0 $

    1'0 "#5

    "#5 1'0

    $ 1"0

    1# 10

    1#5 150

    1#15 1&0

    1#0" 1$0

    1 120

    2 '#!

    5 '

    10 #5

    20 "

    $0 $#

    0 1#'

    !0 1#2

    150 0#'5

    210 0#'2

    2"0 0#'

    0 50 100 150 2

    0

    1

    2

    $

    &

    5

    "

    '

    !

    10

    10#00

    12#00

    0 1 2 $

    0

    20

    &0

    0

    '0

    100

    120

    1&0

    10

    1'0

    200

    3;lu

    m

    m

    %

    2

    4

    j

    a

    m

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    1 2 3 4 5 6 7 8

    Hujan (mm) : 3 6 15 10 5 3

    Hasil pengukuran debit limpasan permukaan adalah sebagai berikut

    1#00 2#00 $#00 5#00 #00 "#00 '#00

    $#00 #00 15#00 10#00 5#00 $#00 2#00 1#00

    '#00 "#00 #00 5#00 $#00 2#00 1#00

    $#00 #00 15#00 10#00 5#00 $#00 2#00 1#00

    '#00 "#00 #00 5#00 $#00 2#00 1#00

    1

    '#00

    0#50

    5#00

    201%00#00

    20#1

    $ '

    "

    15

    10 5

    5 &

    $ $2 2

    1 1

    0#00 2#00 #

    0#00

    2#00

    #00

    '#00

    &

    '

    10

    12

    1&

    1

    $

    15

    10

    '"

    5

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    1 2 $ &0

    3;lumn

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    00 250 $00

    3;lumn

    & 5 " '

    mn 3

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    2 1

    0#00

    0#00

    201%00#00

    10#00 Bm

    1%000%000#00

    10%000%000#00

    0#02

    20%10#00

    00 '#00 10#00 12#00

    3;lumn

    0#00 2#00 #00 '#00 10#00

    0#00

    1#00

    2#00

    $#00

    5#00

    #00

    "#00

    '#00

    !#00

    A>is Ti#$

    A>is Ti#$

    5$

    2

    &$

    2

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    5 " '

    3;lumn 3

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    5

    1

    &

    0#'

    0#1

    1#'$25'1

    -0#05"2

    0#22$1&&

    1#&!!!&

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    12#001#00

    9; "0

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    :ntensitas Hujan @am-jaman (mmjam) untuk berbagai peri;de ulang

    &a#a /#ang (Tahun)

    ($ni) 2 5 10 15 20 25 30

    5 2$0#05 2""#&" $02#$" $1"$ $22#!0 $2'#!0 $$$#2

    10 1&!2 1"'0 1!0#&' 1!'#2 20$#&2 20"#1! 210#1"

    15 110#0 1$$#&0 1&5#$ 151#$0 155#2& 15'#12 10#$!20 !1#2! 110#12 120#00 12!0 12'#1& 1$0#52 1$2#&0

    &5 5$#1" $ !#'' "2#"& "$ "#02 ""#11

    0 &$#'! 52#!& 5"#! 0#05 1#1 2#"5 5#5

    120 2"#5 $$#$5 $#$& $"#'$ $'#'1 $!#5$ &0#10

    1'0 21#10 25#&5 2"#"$ 2'#'" 2!#2 $0#1" $0#0

    $0 1$#2! 1#0$ 1"#&" 1'#1' 1'# 1!#00 1!#2'

    "20 '#$" 10#10 11#01 11#& 11#"5 11#!" 12#1&

    0 100 200 $00 &

    0#00

    50#00

    100#00

    150#00

    200#00

    250#00

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    40 50 100

    $&0#"1 $&5#!' $1#&$

    21$ 21"#!5 22"#'

    1$#'0 1#$$ 1"$#"1$5#21 1$"#$0 1&$#&$

    "'#"5 "!#! '$#5$

    5#00 #01 '#!5

    &0#!5 &1#5' &$#&&

    $1#25 $1#"$ $$#15

    1!#! 1!#!! 20#''

    12#&0 12#5! 1$#1

    0 500 00 "00 '00

    3;lumn

    3;lumn

    3;lumn

    3;lumn

    3;lumn