PERILAKU LENTUR BALOK BAJA KASTELA BUKAAN HEKSAGONAL DENGAN METODE ELEMEN HINGGA

Steel profiles that are commonly used are Wide Flange shape profile. Along with the price of steel increases relatively, utilization of castellated beam will obtain a significant cost saving in terms of material use. This is because with the same cross-sectional size, it will be obtained moment carr...

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Bibliographic Details
Main Authors: , MARTIN WIJAYA, , Dr. Ir. H. Muslikh, M.Sc., M.Phil.
Format: Thesis
Published: [Yogyakarta] : Universitas Gadjah Mada 2013
Subjects:
ETD
Description
Summary:Steel profiles that are commonly used are Wide Flange shape profile. Along with the price of steel increases relatively, utilization of castellated beam will obtain a significant cost saving in terms of material use. This is because with the same cross-sectional size, it will be obtained moment carrying capacity efficiency greater than the Wide Flange shape profile. The subject matter of this research was parametrical study of the hexagonal openings castellated beam using 150x75x5x7 IWF profile which enhanced to WF 225x75x5x7 profile, and analyzed with the principle of the finite element method to determine the bending behavior. Parametrical study was performed using the ABAQUS 6.11-2 finite element software. Analysis results of the specimen model was verified with the results of experimental test and theoretical calculations. If the result is closed and convergent, then create the other models in accordance with the provisions of the design that have been made. The results showed that the increase in height of holes, holes spacing, flange thickness, flange width, and web thickness tends to increase the critical load and yield load capacity. This is because an increase in cross sectional dimensions will increase the moment of inertia, so that the bending moment capacity will also be greater. But on the other hand, the influence of buckling due to the addition of cross sectional dimensions must be considered. Another result obtained from this study is the increase in value of flange thickness apparently contributed to the largest capacity of critical load (Pcr) and yield load (Py) respectively 38,224 kN and 39,4055 kN. While the second largest for the addition of critical load and yield load capacity was contributed by increased of flange width. This is because most of the bending moments that occurred, detained by flange section.