mer 3 kelompok 1 2mrk 1 (ritter)

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  • 8/17/2019 Mer 3 Kelompok 1 2mrk 1 (Ritter)

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     Achmad Rizki Hidayatullah (1441320088)

    Bayu Pratama (1441320100)

    Hidayatur Rahmatillah Arifin (1441320119)

    Nurul Intan Munawarah (1441320007)

    KELOMPOK 1

    STRUKTUR RANGKABATANG

    (METODE RITTER)

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    Contoh Soal Tentukanlah besar

    gaya batang (metodekestibu) akibat bebanyang dipikul struktur

    tersebut

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    ∑MG = 0-P ! " # $%& ! " ' P" ! = 0

    - ! " # " $%& ' 0 ! = 0

    $%& = = "* k+

    ∑M% = 0

    P" ! # P* ! " ' $G& ! " = 0

    0 ! # , ! " - " $G& = 0

    $G& = = k+

     

    PENYELESAIAN

    LIKETHI

    Men/ari $eaksi

    sin = = 01202

    /os = = 01202

     

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    Potongan a-a 

    S* sin ! # $%& ! * = 0

    S* ! 01202 ! # = 0

    S* = -1"4 k+ ( Tekan)

    ∑M5 = 0-S ! * (/os # sin ) - $

    = 0-S (01202 # 01202) ' "*

    -1,, S = "*

    S = -1"4 k+ ( Tekan)

    ∑MC = 0

    -S* ! * ' S ! sin ! = 0

    -* S* # 1"4 ! 01202 !

    S* =S = "" k+ Tarik

     

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    Potongan b-b- * ! ' " ! 0-""1 ' S" ! 1,, =

    S" = -1"4 k+ ( Tekan

    ∑M3 = 0S" ! * ' P ! * ' S" ! sin

    * S" ' ! * # 1",

    = 0S" = = -,12 k+ ( Tek

    ∑M5 = 0

    -P ! * ' S, ! * (/os #

    S" ! * = 0

    - ! * ' S, ! * (1,,) #

    * = 0= = -

     

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    Potongan c-c∑M6 = 0

    -P ! # $%& ! ' S, ! *

    - ! # "* ! ' *S, =

    S, = = 0 k+ ( Tarik)

    ∑MC = 0

    -S4 ! * (/os # sin ) '

    = 0

    -S4 (1,,) ' 0 = 0S4 = = -2102" k+ ( Teka

     

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    Potongan d-d∑M7 = 0

    P* ! * ' S ! * ' $G& ! * =

    , ' S ' = 0

    S = -4 k+ ( Tekan)

    ∑M8 = 0

    S, ! * # S ! * (/os #

    = 0

    0 # S (1,,) = 0S = -2102" k+ ( Tekan)

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    Potongan e-e-  ! ' 2 ! P* ! * = 0

    4 ! S2 (1,,) ' , = 0

    S2 = = -1*, k+ ( Teka

    ∑MG = 0-S ! - S4 ! * ' S2 ! !

    04 ! - S4 ! * # 1*, !

    = 0

    S4 = = 1 k+ ( Tar ∑M8 = 0

    S4 ! * # S ! * (/os #

    0

    1 # S (1,,) = 0= -

     

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    Potongan f-f∑MG = 0

    -S4 ! * ' S ! *(/os # s

    -1 ' S (1,,) = 0

    S = -*1,*4 k+ ( Tekan)

    ∑M9 = 0

    $G& ! * # S0 ! * (/os #

    0 # S0 (1,,) = 0

    S0 = -*1,*2 k+ ( Tekan

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    Nomer batang Besar gaya batang (N)

     Tarik (#) Tekan (-)

    S! - -1"4

    S" - -1"4

    S# - -1"4

    S$ - -14

    S% - -2102"

    S& - -2102"

    S' - -1*,

    S - -*1,*4

    S - -*1,*4

    S!* - -*1,*2

    S!! - -4

    S!" - -,12

    S!# ""1 -

    S!$ 0 -

    S!% 1 -

     

     TABEL KESIMPULAN

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    KELOM