Model of Predicting the Rating of Bridge Conditions in Indonesia with Regression and K-Fold Cross Validation

Antonius Aldy Winoto, A. F. Roy
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引用次数: 2

Abstract

Maintenance and repair of the bridge are inevitable in the operation of a bridge to maintain its condition to keep the operation. Indonesia has hundreds of thousands of bridges that are still actively in use. The classic problem with infrastructure management, such as bridges, is that large numbers are generally not balanced with adequate bridge maintenance budgets. Therefore,the strategy of implementing maintenance and repair by preparing priorities becomes the only logical approach. To get a priority scale, a scoring mechanism is needed. The assessment used by the Ministry of Public Works and Public Housing (PUPR) especiallythe Bina Marga field is based on the bridge management and maintenance system, namely Bridge Management System (BMS) 1993. With BMS 1993, the condition of the bridge is represented by the Condition Value (NK) of the bridge. This study is based on existingNK, prediction of NK value in the future. The predicted model developed is with regression models. Regression models are combined with k-fold cross-validation to improve the accuracy rate of the model. The developed model produces regression models for all variables of condition values with a low error percentage that is in the range of MAPE = 10% and RMSE 0.15. Further significance tests with ANOVA are also conducted to test the effect of independent variables on dependent variables, including testing on fit models to show the resulting model does not overfit and/or underfitting.
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用回归和K-Fold交叉验证预测印度尼西亚桥梁状况等级的模型
桥梁的维护和维修是桥梁运行中不可避免的,以保持其状态,保持其运行。印尼有数十万座桥梁仍在积极使用。基础设施管理(如桥梁)的典型问题是,大量数据通常无法与足够的桥梁维护预算相平衡。因此,通过准备优先级来实现维护和维修的策略成为唯一合乎逻辑的方法。为了获得优先级,需要一个评分机制。公共工程和公共住房部(PUPR)使用的评估,特别是比纳玛加油田,是基于桥梁管理和维护系统,即桥梁管理系统(BMS) 1993。在BMS 1993中,桥梁的状态用桥梁的状态值(NK)来表示。本研究以现有NK为基础,对未来NK值进行预测。所建立的预测模型采用回归模型。回归模型与k-fold交叉验证相结合,提高了模型的准确率。所开发的模型为条件值的所有变量生成回归模型,误差百分比较低,在MAPE = 10%和RMSE 0.15的范围内。还进行了进一步的方差分析显著性检验,以检验自变量对因变量的影响,包括对拟合模型的检验,以显示所得模型不会过拟合和/或欠拟合。
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CiteScore
0.90
自引率
20.00%
发文量
25
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