带辊分布器开带器播种的理论研究

V. Gorobey
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From the seeding apparatus, the seed enters the socket of the coulter and through the roller-diffuser is distributed to the seed bed in the underpass space.\nFor the studies, an equivalent circuit of the coulter and the trajectory scheme of the seed movement after descent from the roller of the diffuser with the most characteristic cases of movement of the seeds were developed: the seed falls immediately on the surface of the disk of the roller-diffuser; the seed falls on the conical surface of the roller-diffuser, slides on it to the disk, moves on it to the edge, and is sown after leaving the disk.\nDescription of the movement of seeds on the conical surface of the roller-diffuser is made by the differential equation of relative motion in two coordinate systems. One inseparably linked to the cone is inertial and is located so that the ordinate axis is aligned with the axis of rotation of the working body, and the abscissa axis passes through the initial position of the seed on the cone, the second – non-inertial coordinate system is the axis of the natural trihedron , п, b.\nThe solution of the system of differential equations of movement of seeds on the working surface of the cone of the roller-diffuser in the sub-space space of the cultivator-type coulter along the axes of the rectangular Cartesian coordinate system was obtained.\nAccording to the obtained theoretical equations, with the help of MathCAD program, plots of the sowing range of seeds by roller-diffuser, depending on the radius of initial hit on the roller at a speed of gradual movement of the seeder 2 m/s are constructed: when the seeds fall on the roller disk; when the seeds fall on the roller cone. Analysis of the graphs showed that the range of sowing seeds by roller-diffuser, depending on the radius of initial contact with the roller, varies from 0,005 to 0,011 m.\nConclusions. Conclusions. The dependence of the relative speed of movement of seeds on the conical surface of the roller-diffuser from the modes of its operation is established. 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引用次数: 0

摘要

目的。基于互联互通的理论基础,采用少耕技术提高粮食种子播种机播种机播种机的播种质量,采用本设计参数和工艺模式,在地下通道空间采用机械滚轮扩散器播种机播种机。本研究是基于分析方法和数学建模的农业机械和技术操作运用力学定律。根据得到的理论依赖关系,在计算机上进行了数值模拟,并使用MathCAD.Results构建了图形。耕耘式播种机是由技术人员在地下空间用滚轮播种机进行最少的耕作而开发的。种子从播种器进入播种器的插口,并通过滚轮扩散器分布到地下通道空间的种子床。在此基础上,提出了种子从扩压器滚轮下降后的运动轨迹方案,并给出了种子运动的最典型情况:种子立即落在滚轮扩压器盘面上;种子落在滚筒式扩散器的锥形表面上,在其上滑动到圆盘上,在其上移动到边缘,离开圆盘后播种。用两坐标系下的相对运动微分方程描述了种子在滚柱扩散器圆锥表面上的运动。一种是与锥体密不可分的惯性坐标系,其坐标轴与工作体的旋转轴对齐,横坐标轴穿过锥体上种子的初始位置,第二种非惯性坐标系是自然三面体的轴线,b.得到了耕作机子空间中滚筒式扩散器锥面上种子沿直角坐标系轴向运动的微分方程组的解。根据得到的理论方程,借助MathCAD程序,在播种机以2m /s的速度逐渐运动时,根据初始击中滚轮的半径,绘制了滚轮扩散器播种范围图:当种子落在滚轮圆盘上时;当种子落在滚轮上时。图的分析表明,滚轮扩散器播撒种子的范围,取决于与滚轮的初始接触半径,在0.005 ~ 0.011 m之间变化。结论。从滚筒式扩散器的运行模式出发,建立了种子在圆锥表面的相对运动速度的依赖关系。通过指定种子从滚筒式扩散器的锥形表面开始和结束,以及在某些点的出苗速度,可以确定种子从锥体中任何一点的飞行距离。工艺过程的数学建模将使耕作机的几何参数和工艺特点具体化。关键词:耕耘式铲运机,爪,辊扩器,数学模型,技术,种子,轨迹,理论依赖。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Theoretical research of seeding of seeds with a tape opener with a roller-distributor
Purpose. Improvement of the quality of spreading seed of grain seeds by technologies with minimal tillage due to the theoretical based of the interconnection the range of the seeds sowing coulter by a mechanical roller-diffuser in the underpass space of and cultivator type coulter with this design parameters and technological modes. Methods. The research is based on analytical methods and mathematical modeling of agricultural machines and technological operations using the laws of mechanics. Based on the obtained theoretical dependencies, numerical simulation was performed on a computer, graphs were constructed using MathCAD. Results. The cultivator type coulter is developed for subsoil-spread sowing by technologists with minimal tillage with roller spreader in the under-floor space. From the seeding apparatus, the seed enters the socket of the coulter and through the roller-diffuser is distributed to the seed bed in the underpass space. For the studies, an equivalent circuit of the coulter and the trajectory scheme of the seed movement after descent from the roller of the diffuser with the most characteristic cases of movement of the seeds were developed: the seed falls immediately on the surface of the disk of the roller-diffuser; the seed falls on the conical surface of the roller-diffuser, slides on it to the disk, moves on it to the edge, and is sown after leaving the disk. Description of the movement of seeds on the conical surface of the roller-diffuser is made by the differential equation of relative motion in two coordinate systems. One inseparably linked to the cone is inertial and is located so that the ordinate axis is aligned with the axis of rotation of the working body, and the abscissa axis passes through the initial position of the seed on the cone, the second – non-inertial coordinate system is the axis of the natural trihedron , п, b. The solution of the system of differential equations of movement of seeds on the working surface of the cone of the roller-diffuser in the sub-space space of the cultivator-type coulter along the axes of the rectangular Cartesian coordinate system was obtained. According to the obtained theoretical equations, with the help of MathCAD program, plots of the sowing range of seeds by roller-diffuser, depending on the radius of initial hit on the roller at a speed of gradual movement of the seeder 2 m/s are constructed: when the seeds fall on the roller disk; when the seeds fall on the roller cone. Analysis of the graphs showed that the range of sowing seeds by roller-diffuser, depending on the radius of initial contact with the roller, varies from 0,005 to 0,011 m. Conclusions. Conclusions. The dependence of the relative speed of movement of seeds on the conical surface of the roller-diffuser from the modes of its operation is established. By specifying the beginning and end of the seedlings from the conical surface of the roller diffuser, as well as the speed of emergence at certain points, it is possible to determine the flight distance of the seeds from any point in the cone. Mathematical modeling of the technological process will allow to substantiate the geometrical parameters and technological characteristics of the cultivator type coulter. Keywords: cultivator type coulter, paw, roller-diffuser, mathematic model, technology, seeds, trajectory, theoretical dependence.
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