在实际现场条件下预测土壤压实标准的智能计算技术

Q4 Agricultural and Biological Sciences Basrah Journal of Agricultural Sciences Pub Date : 2022-04-16 DOI:10.37077/25200860.2022.35.1.15
Abdullah A. G. Salim, S. Almaliki, Dakhel R. Nedawi
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引用次数: 1

摘要

本文的主要目标是建立一个人工神经网络(ANN)模拟环境和高精度预测土壤压缩参数的数学模型。实验在位于Garmat Ali的巴士拉大学农业学院进行,土壤为粉质粘土壤土。研究的影响因素包括水分含量(14%和24%)、耕作深度(0、15、30、45和50 cm)、前进速度(0.57、0.94和1.34 m.s-1)和轮胎压力(50、100和150 kPa)。利用具有多种结构和训练算法的MATLAB软件,利用反向传播算法开发了人工神经网络环境。利用Design Expert软件对所研究的参数进行评估并生成数学模型。结果表明,各参数对土壤容重、锥指数等物理性质均有显著影响。影响堆积密度的因素分别为:深度b>含水率>前进速度>胎压(分别为6%、4%、2.4%、2%)。各因素对轮胎锥指数的影响大小依次为:深度、含水量、胎压、前进速度(分别为6%、4%、2.4%和2%)。预测不同现场条件下堆积密度的最佳模型为4-8-1结构。Levenberg-Marquardt (Trainlm)表现优异,MSE为0.00226,R2为0.986。此外,这种表现发生在100年的纪元。对于圆锥指数的预测,Levenberg-Marquardt (trainlm)方法在85个epoch中取得了最好的效果,在训练过程中,最小的MSE为0.005112,最大的(R2)为0.967。因此,预测锥指数的最优结构为4-7-1。
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Smart Computing Techniques for Predicting Soil Compaction Criteria under Realistic Field Conditions
The primary objective of this paper was to develop an artificial neural network (ANN) simulation environment and mathematical models for predicting with high accuracy soil compression parameters. The experiments were conducted at the College of Agriculture - University of Basra, located at Garmat Ali, the soil was silty clay loam. The factors that were investigated are moisture content (14 and 24%), tillage depths (0, 15, 30, 45, and 50 cm) forward speeds (0.57, 0.94, and 1.34 m.s-1) and tire pressures (50, 100, and 150 kPa). ANN environment was developed with the back propagation algorithm using MATLAB software with various structures and training algorithms. Design Expert software utilized to evaluate the studied parameters and produce mathematical models. The results showed that all studied parameters had a significant effect on soil physical properties including bulk density and cone index. The effects of the studied factors on bulk density were depth > moisture content > forward speed, > tire pressure (6% 4%, 2.4%, 2%, respectively). Whereas, the order of the investigated factors based on their effects on cone index were depth > moisture content > tire pressure > forward speed (6%, 4%, 2.4% and 2%, respectively). The best model for predicting the bulk density under different field conditions was the 4-8-1 architecture. Levenberg-Marquardt (Trainlm) produced outstanding performance with an MSE of 0.00226 and R2 of 0.986. Moreover, this performance was occurring at an epoch of 100. For predicting cone index, the best performance was achieved by Levenberg-Marquardt (trainlm) in 85 epochs, giving minimum MSE equal to 0.005112 and greater (R2) equal to 0.967 during the training process. Thus, the optimal structure for predicting cone index was 4-7-1.
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来源期刊
Basrah Journal of Agricultural Sciences
Basrah Journal of Agricultural Sciences Environmental Science-Pollution
CiteScore
1.20
自引率
0.00%
发文量
35
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