ANALISIS PERPINDAHAN NON LINIER BALOK BERDASARKAN TEORI ELASTIKA
DOI:
https://doi.org/10.22219/jmts.v13i2.2557Abstract
ANALISIS PERPINDAHAN NON LINIER BALOK
BERDASARKAN TEORI ELASTIKA
Analysis Displacement Non Linear of Beam Based with Theory of Elastica
Anwar Dolu1 & Amrinsyah Nasution2
1Jurusan Teknik Sipil Fakultas Teknik Universitas Tadulako
Alamat korespondensi : Jl. Soekarno - Hatta KM. 9, Palu, Sulawesi Tengah, Indonesia
email: anwardolu@yahoo.com
2Jurusan Teknik Sipil FTSL Instititut Teknologi Bandung
Alamat korespondensi : Jl. Ganesha No.10, Jawa Barat 40132
email: ancedin@bdg.centrin.net.id
Abstract
In this study the authors analyze the nonlinear deflection on the cantilever with a load point P at the end . Analysis nonlinear deflection based on the elastica theory with solving elliptic integrals and method of iterations. For external load ( P ) is small ( P < 0.70 unit ) deflection less significant difference ( å < 5 % ) . For external load ( P ) increasing ( P > 0.70 unit ) , the difference is increasing the amount of deflection in significant. Deflection obtained by using the theory elastica smaller than the deflection by linear theory .
Keywords : Nonlinear deflection , elastica theory , elliptic integrals , method of iterations , MAPLE
Abstrak
Dalam kajian ini penulis menganalisis lendutan nonlinier pada tumpuan jepit bebas dengan beban titik P di ujung. Analisis lendutan nonlinier berdasarkan teori elastika dengan pemecahan integral elliptik dan metode iterasi. Untuk beban luar (P) yang kecil (P < 0.70 satuan) perbedaan lendutan kurang signifikan (å < 5%). Untuk beban luar (P) yang semakin meningkat (P > 0.70 satuan) maka perbedaan besaran lendutan semakin meningkat secara signifikan. Lendutan yang diperoleh dengan menggunakan teori elastika/nonlinier lebih kecil dibandingkan lendutan dengan berdasarkan pendekatan teori linier.
Kata kunci: Lendutan Nonlinier, Teori Elastika, Integral elliptic,Metode Iterasi, MAPLE.
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