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钵苗移栽机非圆齿轮行星轮系栽植机构参数分析与反求
引用本文:陈建能,黄前泽,王 英,孙 良,赵 雄,武传宇.钵苗移栽机非圆齿轮行星轮系栽植机构参数分析与反求[J].农业工程学报,2013,29(8):18-26.
作者姓名:陈建能  黄前泽  王 英  孙 良  赵 雄  武传宇
作者单位:浙江理工大学机械与自动控制学院,杭州 310018;浙江理工大学机械与自动控制学院,杭州 310018;浙江理工大学机械与自动控制学院,杭州 310018;浙江理工大学机械与自动控制学院,杭州 310018;浙江理工大学机械与自动控制学院,杭州 310018;浙江理工大学机械与自动控制学院,杭州 310018
基金项目:国家自然科学基金(51275481)和高等学校博士学科点专项科研基金(博导类)(20123318110001)
摘    要:为了更好地满足旱地钵苗移栽农艺要求,本文提出非圆齿轮行星轮系栽植机构。选取栽植机构栽植嘴运动轨迹上的若干点作为型值点,利用三次非均匀B样条曲线来控制和表达整条轨迹,并建立以轨迹为目标的该机构参数反求模型,推导栽植嘴的(角)位移、(角)速度和(角)加速度方程。基于MATLAB GUI开发平台,编写了该栽植机构的参数反求设计软件,利用该软件分析了若干型值点对该机构栽植嘴轨迹姿态及穴口形状等性能的影响。在型值点影响分析的基础上,以栽植机构栽植嘴理想轨迹姿态及穴口形状等要求为目标,通过软件的人机对话功能调整型值点,优选机构参数,提高立苗率和降低伤苗率。与七杆式栽植机构、多杆式栽植机构和椭圆齿轮行星轮系栽植机构相比,本栽植机构具有较优的作业性能和运动学特性。

关 键 词:农业机械  机构  运动学  非圆齿轮行星轮系  参数反求  钵苗移栽机
收稿时间:2012/9/10 0:00:00
修稿时间:2013/3/13 0:00:00

Parametric analysis and inversion of transplanting mechanism with planetary non-circular gears for potted-seedling transplanter
Chen Jianneng,Huang Qianze,Wang Ying,Sun Liang,Zhao Xiong and Wu Chuanyu.Parametric analysis and inversion of transplanting mechanism with planetary non-circular gears for potted-seedling transplanter[J].Transactions of the Chinese Society of Agricultural Engineering,2013,29(8):18-26.
Authors:Chen Jianneng  Huang Qianze  Wang Ying  Sun Liang  Zhao Xiong and Wu Chuanyu
Abstract:Abstract: The transplanting mechanism is the ultimate mechanism that plants seedlings into fields, and whose performance directly affects the verticality rate and injury rate of seedlings, thus affecting the survival rate of seedlings and final productivity. At present, in order to achieve "zero speed" transplanting to improve upright degree after transplanting, research into transplanting mechanisms focus on the trajectory of the transplanting tip and planting speed. However, due to the diversity of seedling organisms and the kinematic accuracy of transplanting mechanism, it is still difficult to achieve "zero speed" transplanting; thus, the upright degree of seedlings cannot be guaranteed. To meet the agricultural demands of seedling transplanting in dry land, the transplanting mechanism with planetary non-circular gears was proposed. Several discrete points on the motion trace of the transplanting tip were selected as data points, and then the cubic non-uniform B-spline curve was applied to control and express the whole trace curve. On this basis, the parameter inverse model aimed to the curve of this mechanism was established, and the equations of (angular) displacement, (angular) velocity, and (angular) acceleration for the transplanting tip were deduced. The parameter inverse and design software for this mechanism, based on the development platform of MATLAB GUI, was compiled to analyze the effect of several main date points on the trajectory and posture of the transplanting tip and the hole shape. On the basis of the analysis of the effect of the data points, and in order to meet the demands of the trajectory and posture of the transplanting tip and the hole shape, the data points were adjusted to optimize the mechanism parameters by the software. The new mechanism parameters improved the verticality rate of seedlings and reduced the injury rate of seedlings. The data points affected the inclination angle between the transplanting tip and horizontal axis when catching seedlings, the posture of the transplanting tip when planting, and the shape of motion trajectory and hole in the process as the transplanting tip exited from the hole to the height of seedling after transplanting. This method is intuitive and convenient, so it is suitable for the study of the mechanism that has complicated demands for posture of trajectory. Compared with the seven-linkage transplanting mechanism, the multi-linkage transplanting mechanism and the transplanting mechanism with planetary elliptic gears, this transplanting mechanism has higher verticality rate of seedlings and lower injury rate of seedlings. At the same time, its' maximum acceleration and the fluctuation range of acceleration is smaller, so it works smoothly.
Keywords:agricultural machinery  mechanisms  kinematics  planetary non-circular gears  parametric inversion  potted-seedling transplanter
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