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Mekanika Bahan
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Mekanika Bahan
Mekanika Bahan...
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Nur Fajri Yulianti
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326494672-RPS-Mekanika-Bahan-pdf.pdf
Mekanika Bahan I Materi 1
Deskripsi lengkap
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Balok menerima momen dikedua ujungnya
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Hubungan antara lengkungan, momen dan kekakuan batang
(1)
Dari gambar
(2)
Hubungan antara lengkungan, panjang busur (3)
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Dari persamaan (1),(2) dan (3) diatas (4)
(5)
(6)
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Kecil
,
Kecil
=0
Maka
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Balok Kantilever beban terpusat
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(7)
(8)
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(9)
(10)
(11)
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Balok Kantilever beban merata
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(12)
(13)
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Nilai C1 dan C2
(14) Subtitusi persamaan (14) ke persamaan (13)
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Balok Kantilever beban momen
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Persamaan menjadi
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Momen yang terjadi
Persamaan lendutan
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Balok Sederhana beban terpusat
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Persamaan putaran sudut
Persamaan lendutan
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- Dititik x = a - Dititik A , x = 0 y=0, C3=C4=0 - Dititik x =
l,
y=0
Persamaan garis elastik
Putaran sudut
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Balok Sederhana beban merata
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Lendutan pada perletakan =0
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Persamaan garis elastik
Lendutan ditengah bentang
Putaran sudut di titik A dan B
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Balok Sederhana beban momen
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Momen
Jadi
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Persamaan garis elastik
dan
Lendutan terbesar terdapat bila
=0
dititik
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The area momen method http://slide pdf.c om/re a de r/full/me ka nika -ba ha n
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Luas dan titik berat tampang
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Lendutan kantilever dengan beban terpusat
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Putaran sudut pada titik x
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Lendutan dititik x
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Lendutan kantilever dengan beban merata
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Putaran sudut pada titik A
Lendutan dititik A
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Putaran sudut pada titik x
Lendutan dititik x
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Lendutan kantilever dengan beban momen
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Putaran sudut dan lendutan pada titik A
Putaran sudut dan lendutan pada titik x
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Balok sederhana dengan beban terpusat
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Momen x jika dibagi EI menjadi lendutan di titik x
Lintang di x jika dibagi EI menjadi putaran sudut di titik x
0 ≤ x ≤ a
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Balok sederhana dengan beban merata
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Putaran sudut
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Lendutan dititik x
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Lendutan dan putaran sudut ditengah bentang
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Balok sederhana dengan beban merata
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Putaran sudut
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Lendutan dx= ae - ce
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Kantilever dengan dua beban terpusat
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Kantilever dengan dua beban merata hanya disebagian bentang
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Balok sederhana punya kantilever dengan beban terpusat
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Balok sederhana punya kantilever dengan beban merata
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