Analisis Bentuk Atap Kanopi Gedung Kedokteran UBB Melalui Pendekatan Geometri Analitik Parabola

A parabola is a curve that consists of points that are equidistant from a fixed point (focus) and a fixed line (directrix). This study aims to analyze the shape of the canopy roof of the UBB Medical Building using an analytical geometry approach on parabolas. The method used is a quantitative descriptive based on visual documentary online and proportional estimates against comparative objects. The parabola model is constructed from three key points and visualized using GeoGebra. The results show that the shape of the canopy can be accurately represented through the equation of a parabola, with a symmetrical and aesthetic structure. This research proves that mathematical concepts can be practically applied in architectural design.

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Publication Details

Journal
Moneter
Published
2025-06-16
DOI
https://doi.org/10.61132/moneter.v3i3.1562
Primary Topic
Geotechnical and construction materials studies
Type
article
Field-Weighted Citation Impact
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article

Analisis Bentuk Atap Kanopi Gedung Kedokteran UBB Melalui Pendekatan Geometri Analitik Parabola

Dewi Rana, Virgiawan Virgiawan, Ananda Dwi Putri, Siska Amelia et al.
Moneter
Geotechnical and construction materials studies
article

Analisis Bentuk Atap Kanopi Gedung Kedokteran UBB Melalui Pendekatan Geometri Analitik Parabola

Dewi Rana, Virgiawan Virgiawan, Ananda Dwi Putri, Siska Amelia, Septiana Nadine, Cantia Purnawati
article en

Abstract

A parabola is a curve that consists of points that are equidistant from a fixed point (focus) and a fixed line (directrix). This study aims to analyze the shape of the canopy roof of the UBB Medical Building using an analytical geometry approach on parabolas. The method used is a quantitative descriptive based on visual documentary online and proportional estimates against comparative objects. The parabola model is constructed from three key points and visualized using GeoGebra. The results show that the shape of the canopy can be accurately represented through the equation of a parabola, with a symmetrical and aesthetic structure. This research proves that mathematical concepts can be practically applied in architectural design.

MoneterVol. 3(3)
University of Bangka Belitung (ID)
Openalex Percentile: Top 71%
Geotechnical and construction materials studies
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