# Design of reinforced areas of concrete column using quadratic polynomials
> Gunadi T.

URL kanonis: https://discover.unhas.ac.id/publications/pub_scopus_85037808809
Jurnal / Konferensi: Iop Conference Series Materials Science and Engineering
Tahun terbit: 2017
DOI: https://doi.org/10.1088/1757-899X/271/1/012098
ISSN: 17578981
Citations: 3

## Authors
- Gunadi T.

## Abstract
Designing of reinforced concrete columns mostly carried out by a simple planning method which uses column interaction diagram. However, the application of this method is limited because it valids only for certain compressive strenght of the concrete and yield strength of the reinforcement. Thus, a more applicable method is still in need. Another method is the use of quadratic polynomials as a basis for the approach in designing reinforced concrete columns, where the ratio of neutral lines to the effective height of a cross section (ξ) if associated with ξ in the same cross-section with different reinforcement ratios is assumed to form a quadratic polynomial. This is identical to the basic principle used in the Simpson rule for numerical integral using quadratic polynomials and had a sufficiently accurate level of accuracy. The basis of this approach to be used both the normal force equilibrium and the moment equilibrium. The abscissa of the intersection of the two curves is the ratio that had been mentioned, since it fulfill both of the equilibrium. The application of this method is relatively more complicated than the existing method but provided with tables and graphs (N vs ξN) and (M vs ξM) so that its used could be simplified. The uniqueness of these tables are only distinguished based on the compresssive strength of the concrete, so in application it could be combined with various yield strenght of the reinforcement available in the market. This method could be solved by using programming languages such as Fortran.

## Keywords
- Reinforcement
- Intersection (aeronautics)
- Quadratic equation
- Fortran
- Mathematics
- Uniqueness
- Moment (physics)
- Polynomial
- Diagram
- Yield (engineering)
- Column (typography)
- Quadratic programming
- Applied mathematics
- Computer science
- Structural engineering
- Mathematical analysis
- Mathematical optimization
- Geometry
- Materials science
- Connection (principal bundle)
- Composite material
- Statistics
- Aerospace engineering
- Classical mechanics
- Engineering
- Operating system
- Physics

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Sumber: Discover Unhas — RIMS Universitas Hasanuddin.
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