Stability Lobes for 1DOF and 2DOF Milling System

被引:0
|
作者
Azoui, Cherifa [1 ]
Benmohammed, Brahim [2 ]
机构
[1] Univ Hadj Lakhdar Batna, Fac Technol, Dept Mecan, 01 Ave Chahid Boukhlouf Mohamed El Hadi, Batna 05000, Algeria
[2] Univ Hadj Lakhdar Batna, LRP, Fac Technol, Dept Mecan, Batna 05000, Algeria
关键词
milling; semi discretization method; stability lobes; hopf bifurcation; flip bifurcation; SEMI-DISCRETIZATION;
D O I
暂无
中图分类号
TH [机械、仪表工业];
学科分类号
0802 ;
摘要
Recently, the investigation of periodic motion of the delay differential (DDEs) and the associated variation systems become into the focus of many studies. One of the most important motivations is the milling process analysis. In this work, the semi discretization method is briefly explained and have been applied for 1-DOF (degree of freedom) and 2-DOF milling system in order to build the stability lobes charts.
引用
收藏
页码:645 / 650
页数:6
相关论文
共 50 条
  • [11] From PID to ADRC and back: Expressing error-based active disturbance rejection control schemes as standard industrial 1DOF and 2DOF controllers
    Stankovic, Momir
    Ting, He
    Madonski, Rafal
    [J]. ASIAN JOURNAL OF CONTROL, 2024, 26 (06) : 2796 - 2806
  • [12] Development of a 2DOF Micromanipulation System with IPMC Actuators
    McDaid, Andrew J.
    Aw, Kean C.
    Xie, Sheng Q.
    Haemmerle, Enrico
    [J]. 2011 IEEE/ASME INTERNATIONAL CONFERENCE ON ADVANCED INTELLIGENT MECHATRONICS (AIM), 2011, : 518 - 523
  • [13] Study the bifurcations of a 2DoF mechanical impacting system
    Soumyajit Seth
    Grzegorz Kudra
    Grzegorz Wasilewski
    Jan Awrejcewicz
    [J]. Nonlinear Dynamics, 2024, 112 : 1713 - 1728
  • [14] Study the bifurcations of a 2DoF mechanical impacting system
    Seth, Soumyajit
    Kudra, Grzegorz
    Wasilewski, Grzegorz
    Awrejcewicz, Jan
    [J]. NONLINEAR DYNAMICS, 2023, 112 (03) : 1713 - 1728
  • [15] 2DOF Control Design for Nanopositioning
    Lee, Chibum
    Mohan, Gayathri
    Salapaka, Srinivasa
    [J]. CONTROL TECHNOLOGIES FOR EMERGING MICRO AND NANOSCALE SYSTEMS, 2011, 413 : 67 - 82
  • [16] A comparative study of 2DOF PID and 2DOF fractional order PID controllers on a class of unstable systems
    Bingi, Kishore
    Ibrahim, Rosdiazli
    Karsiti, Fiord Noh
    Hassan, Sabo Miya
    Harindran, Vivekananda Rajah
    [J]. ARCHIVES OF CONTROL SCIENCES, 2018, 28 (04): : 635 - 682
  • [17] 2DOF control design for nanopositioning
    Lee, Chibum
    Mohan, Gayathri
    Salapaka, Srinivasa
    [J]. Lecture Notes in Control and Information Sciences, 2011, 413 : 67 - 82
  • [18] A 2DOF state feedback MRAC control of an electromechanical system
    Olivares, Manuel
    Sanz, Ricardo
    Garcia, Pedro
    Albertos, Pedro
    [J]. 2014 11TH WORLD CONGRESS ON INTELLIGENT CONTROL AND AUTOMATION (WCICA), 2014, : 3832 - 3837
  • [19] Application of 2DOF and 3DOF Controller for LFC Analysis in Multi-generation System
    Mohapatra, Gayatri
    Debnath, Manoj Kumar
    Mohapatra, Krushna Keshab
    [J]. INNOVATION IN ELECTRICAL POWER ENGINEERING, COMMUNICATION, AND COMPUTING TECHNOLOGY, IEPCCT 2019, 2020, 630 : 521 - 529
  • [20] Characterisation and control of a 1DOF Monolithic Piezoactuator (MPA)
    Perez, R
    Agnus, J
    Breguet, JM
    Chaillet, N
    Bleuler, H
    Clavel, R
    [J]. MICROROBOTICS AND MICROASSEMBLY III, 2001, 4568 : 151 - 162