Tahapan Penyelesaian Metode Kani

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TAHAPAN PENYELESAIAN METODE KANI

1. Mencari Momen Primer =π‘€π‘Žπ‘ 2. Mencari jumlah Momen Primer pada simpul π‘€π‘œ(π‘˜)= π‘€π‘Žπ‘ + π‘€π‘Žπ‘ + π‘€π‘Žπ‘‘ + ..... π‘€π‘Žπ‘› 3. Mencari angka Kekakuan pada seluruh batang pada struktur = =

4𝐸𝐼 𝐿 3𝐸𝐼 𝐿

4. Mencari Koefisian Rotasi 𝐾(π‘–π‘˜)

𝐷(π‘–π‘˜)= - 1/2

 𝐾(π‘–π‘˜)

5. Mencari Koefisien Pergoyangan C (ik) =

β„Ž(𝑐) β„Ž(π‘–π‘˜)

𝐷(π‘–π‘˜)= - 3/2

𝐢(π‘–π‘˜)𝐾(π‘–π‘˜)

 𝐢 (π‘–π‘˜)2 . 𝐾(π‘–π‘˜)

6. Mencari Momen Tingkat Mo(r) =

π‘„π‘œ(π‘Ÿ)β„Ž 3

7. Mencari Momen Perputaran M’(ik) = D (ik) .[ Mo(i) +  M’(ki) + M” (ik)] 8. Mencari Momen Pergoyangan M”(ik) = D(ik). [  C(ik) .{M’(ik) + M’(ki) }+ Mo(r) ] 9. M(ik) = Mo(ik) + 2. M’(ik) + M’(ki ) + M” (ik)

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