PARTICLE MOTION ON THE SURFACE OF A CONCAVE SOIL-TILLING DISK
Relative particle motion on the internal rough surface of a concave soil-tilling disk, which rotates around horizontal axis under a soil reaction force, has been considered. A disk blade is positioned in a vertical plane, which makes an incidence angle with the direction of the machine movement. Thi...
| Main Authors: | , , |
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| Format: | Article |
| Language: | English |
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CTU Central Library
2018-07-01
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| Series: | Acta Polytechnica |
| Subjects: | |
| Online Access: | https://ojs.cvut.cz/ojs/index.php/ap/article/view/4125 |
| _version_ | 1828239626549067776 |
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| author | Serhii Pylypaka Mykola Klendii Oleksandra Klendii |
| author_facet | Serhii Pylypaka Mykola Klendii Oleksandra Klendii |
| author_sort | Serhii Pylypaka |
| collection | DOAJ |
| description | Relative particle motion on the internal rough surface of a concave soil-tilling disk, which rotates around horizontal axis under a soil reaction force, has been considered. A disk blade is positioned in a vertical plane, which makes an incidence angle with the direction of the machine movement. This angle has its acceptable limit and when it exceeds the limit, it causes disk dragging. In the paper, it has been assumed that dragging was non-existent, the rotational rate of a disk is stable and it depends on stabilized velocity of the machine movement and on an incidence angle. When a machine is operated, soil particles get onto an internal disk surface and perform a relative motion, which determines the slipping trajectory of a particle on a disk surface. The trajectory of the absolute particle motion relative to a fixed coordinate system allows tracing the rise height of a particle after its gets onto a disk surface. Differential equations of particle motion have been developed and solved using numerical methods. A particle gets onto a disk with specified initial criteria, namely the direction of its entering on a disk and its initial velocity. Two models of particle motion on a disk have been considered. According to the first model, we assume that further particle motion after its getting onto a disk surface is performed due to the kinetic energy of a particle at the moment of its getting onto a disk surface. According to the second model, the backup force of other particles, which breaks the force of particle friction on a surface, is taken into account. Differential equations of particle motion have been developed in projections onto a fixed solid system of axes. Thus, the system includes three differential equations in three unknown functions. One of the unknown functions is the surface reaction force and the dependences, which describe relative particle motion on a disk surface. For the purpose of the quality of soil loosening, we conducted multivariate experiment to determine the area of the soil dissipation. On the basis of field experiments, it has been determined that the production process quality of tillage machine meets agrotechnical requirements. |
| first_indexed | 2024-04-12T21:25:52Z |
| format | Article |
| id | doaj.art-8041a3bff23747b0a7dea55c49ec6add |
| institution | Directory Open Access Journal |
| issn | 1210-2709 1805-2363 |
| language | English |
| last_indexed | 2024-04-12T21:25:52Z |
| publishDate | 2018-07-01 |
| publisher | CTU Central Library |
| record_format | Article |
| series | Acta Polytechnica |
| spelling | doaj.art-8041a3bff23747b0a7dea55c49ec6add2022-12-22T03:16:10ZengCTU Central LibraryActa Polytechnica1210-27091805-23632018-07-0158320120810.14311/AP.2018.58.02014061PARTICLE MOTION ON THE SURFACE OF A CONCAVE SOIL-TILLING DISKSerhii Pylypaka0Mykola Klendii1Oleksandra Klendii2National University of Life and Environmental Sciences of UkraineSeparated Subdivision of National University of Life and Environmental Sciences of Ukraine Berezhany Agrotechnical InstituteSeparated Subdivision of National University of Life and Environmental Sciences of Ukraine Berezhany Agrotechnical InstituteRelative particle motion on the internal rough surface of a concave soil-tilling disk, which rotates around horizontal axis under a soil reaction force, has been considered. A disk blade is positioned in a vertical plane, which makes an incidence angle with the direction of the machine movement. This angle has its acceptable limit and when it exceeds the limit, it causes disk dragging. In the paper, it has been assumed that dragging was non-existent, the rotational rate of a disk is stable and it depends on stabilized velocity of the machine movement and on an incidence angle. When a machine is operated, soil particles get onto an internal disk surface and perform a relative motion, which determines the slipping trajectory of a particle on a disk surface. The trajectory of the absolute particle motion relative to a fixed coordinate system allows tracing the rise height of a particle after its gets onto a disk surface. Differential equations of particle motion have been developed and solved using numerical methods. A particle gets onto a disk with specified initial criteria, namely the direction of its entering on a disk and its initial velocity. Two models of particle motion on a disk have been considered. According to the first model, we assume that further particle motion after its getting onto a disk surface is performed due to the kinetic energy of a particle at the moment of its getting onto a disk surface. According to the second model, the backup force of other particles, which breaks the force of particle friction on a surface, is taken into account. Differential equations of particle motion have been developed in projections onto a fixed solid system of axes. Thus, the system includes three differential equations in three unknown functions. One of the unknown functions is the surface reaction force and the dependences, which describe relative particle motion on a disk surface. For the purpose of the quality of soil loosening, we conducted multivariate experiment to determine the area of the soil dissipation. On the basis of field experiments, it has been determined that the production process quality of tillage machine meets agrotechnical requirements.https://ojs.cvut.cz/ojs/index.php/ap/article/view/4125soil-tilling disk, rotary motion, differential equations of motion |
| spellingShingle | Serhii Pylypaka Mykola Klendii Oleksandra Klendii PARTICLE MOTION ON THE SURFACE OF A CONCAVE SOIL-TILLING DISK Acta Polytechnica soil-tilling disk, rotary motion, differential equations of motion |
| title | PARTICLE MOTION ON THE SURFACE OF A CONCAVE SOIL-TILLING DISK |
| title_full | PARTICLE MOTION ON THE SURFACE OF A CONCAVE SOIL-TILLING DISK |
| title_fullStr | PARTICLE MOTION ON THE SURFACE OF A CONCAVE SOIL-TILLING DISK |
| title_full_unstemmed | PARTICLE MOTION ON THE SURFACE OF A CONCAVE SOIL-TILLING DISK |
| title_short | PARTICLE MOTION ON THE SURFACE OF A CONCAVE SOIL-TILLING DISK |
| title_sort | particle motion on the surface of a concave soil tilling disk |
| topic | soil-tilling disk, rotary motion, differential equations of motion |
| url | https://ojs.cvut.cz/ojs/index.php/ap/article/view/4125 |
| work_keys_str_mv | AT serhiipylypaka particlemotiononthesurfaceofaconcavesoiltillingdisk AT mykolaklendii particlemotiononthesurfaceofaconcavesoiltillingdisk AT oleksandraklendii particlemotiononthesurfaceofaconcavesoiltillingdisk |