Hybrid statistical-algorithmic approach using the frog algorithm to optimize blast patterns for reducing blast vibrations

Abbas Khajouei Sirjani , Farhang Sereshki , Mohammad Ataei , Manoj Khandelwal , Hojatollah Mohammadi Anayi , Seyed Mohammad Mehdi Mousavi Nasab , Mohammad Amiri Hosseini
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Abstract

This study introduces an innovative approach to predict and mitigate blast-induced vibrations by optimizing blast patterns. By combining a statistical model with the frog algorithm, the method achieves enhanced accuracy and efficiency. Addressing a notable gap in blast engineering, this research uniquely integrates statistical models and optimization algorithms for vibration control. Data from 58 blasting events at Golgohar Iron Ore Mine No. 1 were utilized, with 40 datasets used for model training and 18 reserved for independent evaluation. In the prediction phase, four statistical and four AI-based models were developed to estimate peak particle velocity (PPV). Classical evaluation metrics, including R, R², RMSE, MAPE, MAD, and MSE, were applied to identify the best model. The multivariable linear regression model demonstrated superior accuracy, achieving R = 0.94, R² = 0.925, and low error metrics. Following this, the optimization phase employed the multivariable linear regression model as the objective function, integrated with the frog algorithm, to minimize PPV. Several models were developed to assess the influence of algorithmic parameters under the specific conditions of the mine. The results provide a reliable and practical methodology for predicting PPV and optimizing blast patterns, effectively reducing ground vibrations. This straightforward approach offers significant utility for pre-blasting planning and contributes to the advancement of sustainable and efficient blasting practices.
本研究介绍了一种创新的方法,通过优化爆炸模式来预测和减轻爆炸引起的振动。该方法将统计模型与青蛙算法相结合,提高了准确率和效率。该研究独特地将统计模型与振动控制优化算法相结合,解决了爆炸工程中一个显著的空白。利用Golgohar铁矿1号矿58个爆破事件的数据,其中40个数据集用于模型训练,18个数据集用于独立评价。在预测阶段,建立了4个统计模型和4个基于人工智能的模型来估计峰值粒子速度(PPV)。采用经典评价指标,包括R、R²、RMSE、MAPE、MAD和MSE,以确定最佳模型。多变量线性回归模型具有较好的准确性,R = 0.94,R²= 0.925,误差指标低。随后,优化阶段采用多变量线性回归模型作为目标函数,结合青蛙算法,实现PPV的最小化。建立了几个模型来评估算法参数在矿山具体条件下的影响。结果为预测PPV和优化爆破模式提供了可靠实用的方法,有效地减少了地面振动。这种直接的方法为爆破前规划提供了重要的实用价值,并有助于推进可持续和高效的爆破实践。
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