INVERTED SUSPENSION

被引:3
|
作者
MARSHALL, TK
机构
关键词
D O I
10.1177/002580246800800109
中图分类号
D9 [法律]; DF [法律];
学科分类号
0301 ;
摘要
引用
收藏
页码:49 / 50
页数:2
相关论文
共 50 条
  • [1] The Suspension Inverted Row
    Ronai, Peter
    Scibek, Eric
    STRENGTH AND CONDITIONING JOURNAL, 2016, 38 (04) : 106 - 112
  • [2] Inverted pendulum with stochastic suspension
    Semenov, Mikhail E.
    Borzunov, Sergei V.
    Meleshenko, Peter A.
    NONLINEAR DYNAMICS, 2024, 112 (21) : 18685 - 18699
  • [3] INVERTED SUSPENSION - THE ORIGINAL ARTICLE
    STURNER, WQ
    AMERICAN JOURNAL OF FORENSIC MEDICINE AND PATHOLOGY, 1994, 15 (02): : 182 - 182
  • [4] DYNAMICS OF AN INVERTED PENDULUM WITH A VIBRATING SUSPENSION
    MARYUTA, AN
    INTERNATIONAL APPLIED MECHANICS, 1993, 29 (12) : 1025 - 1031
  • [5] Inverted suspension bridge planned for China
    Cardno, Catherine A.
    CIVIL ENGINEERING, 2007, 77 (08): : 26 - 26
  • [6] The stability of an inverted pendulum with a vibrating suspension point
    Seyranian, A. A.
    Seyranian, A. P.
    PMM JOURNAL OF APPLIED MATHEMATICS AND MECHANICS, 2006, 70 (05): : 754 - 761
  • [7] Elastic inverted pendulum with backlash in suspension: stabilization problem
    Mikhail E. Semenov
    Andrey M. Solovyov
    Peter A. Meleshenko
    Nonlinear Dynamics, 2015, 82 : 677 - 688
  • [8] An inverted pendulum preisolator stage for the VIRGO suspension system
    Losurdo, G
    Bernardini, M
    Braccini, S
    Bradaschia, C
    Casciano, C
    Dattilo, V
    De Salvo, R
    Di Virgilio, A
    Frasconi, F
    Gaddi, A
    Gennai, A
    Giazotto, A
    Pan, HB
    Paoletti, F
    Pasqualetti, A
    Passaquieti, R
    Passuello, D
    Taddei, R
    Zhang, Z
    Cella, G
    Cuoco, E
    D'Ambrosio, E
    Fidecaro, F
    Gaggero, S
    La Penna, P
    Mancini, S
    Poggiani, R
    Vicerè, A
    Mazzoni, M
    Stanga, R
    Holloway, L
    Winterflood, J
    REVIEW OF SCIENTIFIC INSTRUMENTS, 1999, 70 (05): : 2507 - 2515
  • [9] Stabilization of an inverted pendulum with a fixed or movable suspension point
    A. M. Formal’skii
    Doklady Mathematics, 2006, 73 : 152 - 156
  • [10] Stabilization of an inverted pendulum with a fixed or movable suspension point
    Formal'skii, A. M.
    DOKLADY MATHEMATICS, 2006, 73 (01) : 152 - 156