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Development of a dynamic simulation model of a towed seeding implement

机译:牵引式播种机动态仿真模型的开发

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HighlightsDeveloped a planar dynamic model of a towed seeding implement in MATLAB®.Implemented Bekker-Wong pressure-sinkage model capable of loss of soil-tire contact.Good agreement between measured and simulated acceleration at PSD frequency peaks.Rigid coupling between soil tool and packer wheel contributes to row unit vibration.AbstractAs the size of western Canadian farms increase and the productivity demands on seeding equipment rise, improvement in the depth consistency performance of seeding implements at higher seeding speeds is a future focus of equipment designers. The objective of this work was to develop a dynamic simulation tool for predicting the motion of a hoe-opener style seeding implement with independent row units. The model was developed using simple low-order models available in the literature to compute the forces generated at soil-tire and soil-tool interfaces. By maintaining low computational cost, early-stage parameter sensitivity and design trade-off studies can assess the risk of a given design change. The amplitude of the power spectral density (PSD) of simulated row unit motion was typically lower with sharper peaks than measured results up to 3.3 m/s; these differences were due to both input amplitude differences, and the sensitivity of the model itself. Frequency agreement of major measured and simulated PSD peaks was acceptable considering the model simplifications. Row unit motion was dominated by two phenomena – a strong periodic input in the terrain surface, and feedback between the hoe-opener and packer wheel of the row unit.
机译: 突出显示 在MATLAB®中开发了一种牵引式播种机的平面动态模型。 能够执行的Bekker-Wong压力下沉模型失去土壤与轮胎的接触。 在PSD频率峰值处测得的加速度与模拟加速度之间的良好一致性。 土壤工具和打包轮c之间的刚性耦合 摘要 随着加拿大西部农场规模的扩大以及对播种设备的生产率要求的提高,播种机在更高播种速度下的深度一致性性能得到了改善是设备设计师的未来重点。这项工作的目的是开发一种动态模拟工具,用于预测带有独立行单元的开土器播种机的运动。该模型是使用文献中提供的简单低阶模型开发的,用于计算在土-轮胎和土-工具界面处产生的力。通过保持较低的计算成本,早期的参数敏感性和设计折衷研究可以评估给定设计变更的风险。模拟的行单位运动的功率谱密度(PSD)的幅度通常要低一些,峰值要比测量结果高3.3µm / s。这些差异是由于输入幅度差异和模型本身的灵敏度所致。考虑到模型简化,主要测量和模拟PSD峰的频率一致性是可以接受的。行单元的运动受以下两种现象支配-地形表面中的强周期性输入以及行单元的头和压实轮之间的反馈。 < / ce:抽象>

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