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- 师资力量
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- 基本教学信息
- 本科教学信息
- 1.机械设计学(大院,大三)
2.工程导论(大院,大一)
3.机械可靠性设计及应用(里仁) - 教学项目及获奖
- 研究生教学信息
- 学科及研究方向
- 1.[硕士]机械设计及理论(080203),研究方向:机械传动基础理论和关键技术
2.[硕士]智能装备(0802Z4),研究方向: 足式机器人驱动关节 - 研究生招生信息
- 每年招收硕士研究生2-3名,提供充足的科研经费,提供较多的学术交流机会。欢迎对机械传动方向感兴趣的同学报考。
研究方向:
1.齿轮传动/蜗杆传动基础理论与关键技术
2.机械传动动力学、润滑与磨损
3.足式机器人驱动关节
4.新型传动装置研发 - 硕士教学信息
- 指导硕士研究生:
2022级:
焦宇鸽(国家奖学金,SCI一篇、会议论文一篇、发明专利一项)
张明华(发明专利一项)
2023级:
卢方正(英国阿伯丁大学交流访学3个月,国际会议论文一篇)
郭跃(国际会议论文一篇)
2024级:
陈家祯 - 博士教学信息
- 科研信息
- 在研项目信息
- 1. 国家自然科学基金青年科学基金项目,No.52205069, 线共轭及点共轭双圆弧锥蜗杆传动啮合机理与关键技术研究,2023.01-2025.12,30万,主持
2. “燕山学者”优秀人才科研启动基金项目,2021.12-2026.12,主持
3. 企业横向, 直管两端接头对接设备
4. 企业横向, 双轴伺服跟踪台体 - 完成项目信息
- 1. 冶金装备及其控制教育部重点实验室开放基金项目, No.MECOF2020B03, 点共轭包络锥蜗杆传动啮合理论研究,2021.01-2022.12,主持
2. 国家自然科学基金面上项目, No.51475083, 包络锥蜗杆传动的啮合理论与失配技术研究, 2015.01-2018.12, 主研
3. 中央高校基本科研业务费项目, No.N160304012, ZC型蜗杆传动啮合原理与失配技术研究, 2016.01-2018.12, 主研
4. 国家自然科学基金面上项目,No.52075083, 偏置圆柱蜗杆传动啮合原理与失配技术研究2021.01-2024.12,参与 - 专著、专利信息
- [4] 孟庆祥, 焦宇鸽, 等. 一种指状锥面包络偏置蜗杆副及其制造方法, 国家发明专利, 2024.
[3] 孟庆祥, 张明华, 等. 一种法向双圆弧齿圆柱蜗杆副及其制造方法, 国家发明专利, 2023.
[2] 赵亚平, 孟庆祥, 孔祥伟, 一种失配啮合制锥面包络锥蜗杆副及其制造方法, 国家发明专利, 授权.2022.
[1] 赵亚平, 孟庆祥, 孔祥伟, 一种锥面包络锥蜗杆副的制造方法, 国家发明专利, 授权, CN108488360B, 2020. - 学术论文信息
- [20] Qingxiang Meng, Yaping Zhao, et al., Kinematics of point-conjugate tooth surface couple and its application in mixed mismatched conical worm drive, Mechanism and Machine Theory, 2022, 167, p. 104528. (SCI, IF=4.93, JCR Q1; 中科院一区TOP)
[19] Qingxiang Meng, Yaping Zhao, et al., Meshing theory of offsetting Archimedes cylindrical worm drive, Mechanics Based Design of Structures and Machines, 2022, DOI:10.1080/15397734.2022.2102994. (SCI, IF=4.364, JCR Q1)
[18] Qingxiang Meng, Yaping Zhao, et al., Kinematic-Geometric Lubrication Theory and Its Application to Arc-Toothed Cylindrical Worm Drive, Journal of Tribology-Transactions of The ASME, 2022, 144, p. 111602. (SCI, IF=1.891, JCR Q3)
[17] Qingxiang Meng, Yaping Zhao, et al., Meshing theory and error sensitivity of mismatched conical surface enveloping conical worm pair, Mechanism and Machine Theory, 2020, 145, p. 103681. (SCI, IF=3.866, JCR Q1; 中科院一区TOP)
[16] Qingxiang Meng, Yaping Zhao, et al., Meshing theory of mismatched ZC1 worm drive, Mechanism and Machine Theory, 2020, 150, p. 103869. (SCI, IF=3.866, JCR Q1; 中科院一区TOP)
[15] Qingxiang Meng, Yaping Zhao, et al., Meshing characteristic of arc-toothed cylindrical worm pair and cutting geometric condition of its worm, ASME Journal of Mechanical Design, 2021, 143(6), p. 063401. (SCI, IF=3.251, JCR Q2; 中科院三区)
[14] Qingxiang Meng, Yaping Zhao, et al., Meshing limit line of the conical surface enveloping conical worm pair, Proc IMechE Part C: J Mechanical Engineering Science, 2020, 234(2), pp. 693-703. (SCI, IF=1.762, JCR Q3; 中科院四区)
[13] Qingxiang Meng, Yaping Zhao, et al., Curvature interference characteristic of conical worm gear, Forsch Ingenieurwes (Engineering Research), 2019, 83(3), pp. 759-773. (SCI, IF=0.766, JCR Q4; 中科院四区)
[12] Yaping Zhao, Qingxiang Meng, Curvature interference characteristic of conical surface enveloping conical worm, Forsch Ingenieurwes (Engineering Research), 2017, 81(4), pp. 409-419. (SCI, IF=0.667, JCR Q4; 中科院四区).
[11] Qingxiang Meng, Yaping Zhao, et al., Meshing limit line of normal arc-toothed cylindrical worm drive, Mechanisms and Machine Science, 2021, 101, pp. 403-415. (EI, Book Chapter)
[10] Qingxiang Meng, Yaping Zhao, Curvature interference characteristic of ZC1 worm gear, Mechanisms and Machine Science, 2020, 81, pp. 513-529. (EI, Book Chapter)
[9] Qingxiang Meng, Yaping Zhao, Meshing limit line of offset normal arc-toothed cylindrical worm drive, MTM & ROBOTICS 2020, pp. 284-294. (EI)
[8] Qingxiang Meng, Yaping Zhao, et al., Curvature interference characteristic of plane worm gear in offsetting cylindrical worm drive, Mechanisms and Machine Science, 2021, 85, pp. 52-61. (EI)
[7] Qingxiang Meng, Yaping Zhao, et al., Meshing theory of offsetting Archimedes cylindrical worm drive, International Conference on Machine Design 2021, Porto, Portugal, 2021. (国际会议论文)
[6] Yaping Zhao, Qingxiang Meng, et al., Curvature interference characteristic of conical worm gear, International Conference on Gears 2019, Garching, Germany, 2019. (国际会议论文)
[5] Yaping Zhao, Qingxiang Meng, Characteristics of meshing limit line of conical surface enveloping conical worm drive, International gear conference 2018, Lyon, France, 2018. (国际会议论文)
[4] Jian Cui, Yaping Zhao, Qingxiang Meng, et al., Calculation method for tooth thickness of cylindrical worm gear, Forsch Ingenieurwes (Engineering Research), 2021, accepted. (SCI, IF=0.766, JCR Q4; 中科院四区)
[3] Shibo Mu, Yaping Zhao, Xiao Zhang, Qingxiang Meng, et al., Meshing theory of involute worm drive, Mechanism and Machine Theory, 2021, 165, p. 104425. (SCI, IF=3.866, JCR Q1; 中科院一区TOP)
[2] Shibo Mu, Yaping Zhao, Tianfeng Wang, Qingxiang Meng, et al., New method for determination of singularities on enveloping surface and its application to involute worm drive, Advances in Mechanical Engineering, 2021, 13(8), pp. 1-20. (SCI, IF= 1.316, JCR Q4; 中科院四区)
[1] Yaping Zhao, Jian Cui, Qingxiang Meng, et al., Calculation method for tooth thickness of cylindrical worm gears, International Conference on Gears 2021, Garching, Germany, 2022, Accepted. (国际会议论文) - 科研获奖信息
- 社会信息
- 社会兼职信息
- Mechanism and Machine Theory, ASME Journal of Mechanical Design, Proceedings of the Institution of Mechanical Engineers Part C: Journal of Mechanical Engineering Science, Advances in Mechanical Engineering等SCI期刊审稿人
- 荣誉称号
- 学习工作简历
- 2021.11-至今 燕山大学 机械工程学院 讲师
2017.09-2021.10 东北大学 机械设计及理论 博士
2014.09-2017.01 东北大学 机械工程 硕士
燕山大学机械工程学院版权所有
联系电话:0335-8057031 传真:0335-8074783 电子信箱:mec@ysu.edu.cn