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轮廓跟随误差分析与研究
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作者 徐创文 《兰州交通大学学报》 CAS 2001年第6期79-82,共4页
数控机床作直线、圆弧插补运动时产生轮廓跟随误差的来源是多方面的 ,实际测量得到的ΔR是由许多单一误差源产生的误差叠加而成 ,它是各种单一误差源造成影响的综合反映 ,同时各种单一误差源对综合运动误差的影响不同 ,分析研究单一误... 数控机床作直线、圆弧插补运动时产生轮廓跟随误差的来源是多方面的 ,实际测量得到的ΔR是由许多单一误差源产生的误差叠加而成 ,它是各种单一误差源造成影响的综合反映 ,同时各种单一误差源对综合运动误差的影响不同 ,分析研究单一误差源可对减小综合误差 ,提高产品加工精度有着十分重要意义的 .首先分析了轮廓跟随误差的来源 ,建立起误差来源数学模型 ,分析误差各参数量对轮廓跟随误差的影响 ,并进行了仿真研究 ,给出了误差特征曲线 . 展开更多
关键词 轮廓跟随误差 数学模型 误差特征曲线
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基于支持向量机方法的森林火险预测研究 被引量:14
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作者 许志卿 苏喜友 张颐 《中国农学通报》 CSCD 2012年第13期126-131,共6页
以利用气象数据预测森林火险等级为目的,使用半正定规划建模选定支持向量机的最优核函数,依据500余条林火数据建立了支持向量回归机模型,并使用回归误差特征曲线图对比分析各个回归模型的学习效果。分析得到该自定义核函数的均方误差为1... 以利用气象数据预测森林火险等级为目的,使用半正定规划建模选定支持向量机的最优核函数,依据500余条林火数据建立了支持向量回归机模型,并使用回归误差特征曲线图对比分析各个回归模型的学习效果。分析得到该自定义核函数的均方误差为1.76,支持向量数为190,约占训练数据集的1/2。结果表明,与传统的线性回归方法及基于高斯核的支持向量机相比,该预测模型具有较高的准确率并且有效的避免了过学习的现象。 展开更多
关键词 森林火险预测 半定规划 支持向量回归机 回归误差特征曲线图(REC)
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误差曲线分析在齿轮式杠杆百分表示值误差调修中的应用
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作者 邹安蓉 薛永刚 +4 位作者 陈林涛 崔莹 何海燕 樊春丽 李文婷 《计量技术》 2012年第8期70-73,共4页
本文依据齿轮式杠杆表传动原理,通过分析杠杆表示值误差曲线,快速判断误差性质和故障部位,有效提高了杠杆表的修理效率。实践验证所提出的方法快速有效。
关键词 杠杆表 误差曲线特征 判断 修理
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Pedotransfer Functions for Estimating Soil Hydraulic Properties: A Review 被引量:6
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作者 Nitin Gorakh PATIL Surendra Kumar SINGH 《Pedosphere》 SCIE CAS CSCD 2016年第4期417-430,共14页
Characterization of soil hydraulic properties is important to environment management; however, it is well recognized that it is laborious, time-consuming and expensive to directly measure soil hydraulic properties. Th... Characterization of soil hydraulic properties is important to environment management; however, it is well recognized that it is laborious, time-consuming and expensive to directly measure soil hydraulic properties. This paper reviews the development of pedotransfer functions (PTFs) used as an alternative tool to estimate soil hydraulic properties during the last two decades. Modern soil survey techniques like satellite imagery/remote sensing has been used in developing PTFs. Compared to mechanistic approaches, empirical relationships between physical properties and hydraulic properties have received wide preference for predicting soil hydraulic properties. Many PTFs based on different parametric functions can be found in the literature. A number of researchers have pursued a universal function that can describe water retention characteristics of all types of soils, but no single function can be termed generic though van Cenuchten (VG) function has been the most widely adopted. Most of the reported parametric PTFs focus on estimation of VG parameters to obtain water retention curve (WRC). A number of physical, morphological and chemical properties have been used as predictor variables in PTFs. Conventionally, regression algorithms/techniques (statistical/neurM regression) have been used for calibrating PTFs. However, there are reports of utilizing data mining techniques, e.g., pattern recognition and genetic algorithm. It is inferred that it is critical to refine the data used for calibration to improve the accuracy and reliability of the PTFs. Many statistical indices, including root mean square error (RMSE), index of agreement (d), maximum absolute error (ME), mean absolute error (MAE), coefficient of determination (r2) and correlation coefficient (r), have been used by different researchers to evaluate and validate PTFs. It is argued that being location specific, research interest in PTFs will continue till generic PTFs are developed and validated. In future studies, improved methods will be required to extract information from the existing database. 展开更多
关键词 DATABASE generic PTF hydraulic conductivity predictor properties PTF development tools regression statistical indices water retention curve
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