Research on Mathematical Model and Flank Deviation Correction of Spiral Bevel Gear by Duplex Helical Method
A mathematical model is established to machine spiral bevel gears by duplex helical method. Based on the meshing principle of the gear, the digital representation of the spiral bevel gear tooth surface processed by the double helix method and the construction of discrete tooth surface points are com...
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Format: | Article |
Language: | zho |
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Editorial Office of Journal of Mechanical Transmission
2020-09-01
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Series: | Jixie chuandong |
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Online Access: | http://www.jxcd.net.cn/thesisDetails#10.16578/j.issn.1004.2539.2020.09.002 |
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author | Longlong Geng Jing Deng Shaowu Nie Xiaozhong Deng Chuang Jiang Zhengyang Han |
author_facet | Longlong Geng Jing Deng Shaowu Nie Xiaozhong Deng Chuang Jiang Zhengyang Han |
author_sort | Longlong Geng |
collection | DOAJ |
description | A mathematical model is established to machine spiral bevel gears by duplex helical method. Based on the meshing principle of the gear, the digital representation of the spiral bevel gear tooth surface processed by the double helix method and the construction of discrete tooth surface points are completed, and the influence degree of each machine parameter error on tooth surface topology structure are analyzed. The correction model of tooth surface is built, through numerical example verification, the results show that tooth surface deviation is reduced effectively. |
format | Article |
id | doaj-art-45f809a2bb76418ca7a7dd198ffd5cb9 |
institution | Kabale University |
issn | 1004-2539 |
language | zho |
publishDate | 2020-09-01 |
publisher | Editorial Office of Journal of Mechanical Transmission |
record_format | Article |
series | Jixie chuandong |
spelling | doaj-art-45f809a2bb76418ca7a7dd198ffd5cb92025-01-10T14:46:54ZzhoEditorial Office of Journal of Mechanical TransmissionJixie chuandong1004-25392020-09-014471329795494Research on Mathematical Model and Flank Deviation Correction of Spiral Bevel Gear by Duplex Helical MethodLonglong GengJing DengShaowu NieXiaozhong DengChuang JiangZhengyang HanA mathematical model is established to machine spiral bevel gears by duplex helical method. Based on the meshing principle of the gear, the digital representation of the spiral bevel gear tooth surface processed by the double helix method and the construction of discrete tooth surface points are completed, and the influence degree of each machine parameter error on tooth surface topology structure are analyzed. The correction model of tooth surface is built, through numerical example verification, the results show that tooth surface deviation is reduced effectively.http://www.jxcd.net.cn/thesisDetails#10.16578/j.issn.1004.2539.2020.09.002Spiral bevel gearDuplex helical methodMathematical modelTooth surface topologyCorrection of tooth surface deviation |
spellingShingle | Longlong Geng Jing Deng Shaowu Nie Xiaozhong Deng Chuang Jiang Zhengyang Han Research on Mathematical Model and Flank Deviation Correction of Spiral Bevel Gear by Duplex Helical Method Jixie chuandong Spiral bevel gear Duplex helical method Mathematical model Tooth surface topology Correction of tooth surface deviation |
title | Research on Mathematical Model and Flank Deviation Correction of Spiral Bevel Gear by Duplex Helical Method |
title_full | Research on Mathematical Model and Flank Deviation Correction of Spiral Bevel Gear by Duplex Helical Method |
title_fullStr | Research on Mathematical Model and Flank Deviation Correction of Spiral Bevel Gear by Duplex Helical Method |
title_full_unstemmed | Research on Mathematical Model and Flank Deviation Correction of Spiral Bevel Gear by Duplex Helical Method |
title_short | Research on Mathematical Model and Flank Deviation Correction of Spiral Bevel Gear by Duplex Helical Method |
title_sort | research on mathematical model and flank deviation correction of spiral bevel gear by duplex helical method |
topic | Spiral bevel gear Duplex helical method Mathematical model Tooth surface topology Correction of tooth surface deviation |
url | http://www.jxcd.net.cn/thesisDetails#10.16578/j.issn.1004.2539.2020.09.002 |
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