2011
DOI: 10.1016/j.jsv.2010.08.036
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Corrigendum to: Theoretical design parameters for a quasi-zero stiffness magnetic spring for vibration isolation [J. Sound Vib. 326 (1–2) (2009) 88–103]

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Cited by 8 publications
(4 citation statements)
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“…By reducing the stiffness of the system, the resonant frequency can be lowered, while increasing the damping can reduce the amplitude of the peak resonance; however, this is detrimental at higher frequencies. [16] This evaluation fits with analyzing a linear stiffness situation, and it is seen that a lower stiffness will result in a larger frequency range for vibration isolation. [29] In a nonlinear system, the relationship still informs the systems capabilities for each stiffness region.…”
Section: Doi: 101002/adem202300356supporting
confidence: 65%
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“…By reducing the stiffness of the system, the resonant frequency can be lowered, while increasing the damping can reduce the amplitude of the peak resonance; however, this is detrimental at higher frequencies. [16] This evaluation fits with analyzing a linear stiffness situation, and it is seen that a lower stiffness will result in a larger frequency range for vibration isolation. [29] In a nonlinear system, the relationship still informs the systems capabilities for each stiffness region.…”
Section: Doi: 101002/adem202300356supporting
confidence: 65%
“…[14,15] Most QZS systems employing nonlinear stiffness to achieve a QZS region rely on standard linear vibration isolators but employ nonlinear components to achieve a net QZS. Other systems that exploit QZS for vibration isolation include magnetic springs, [16,17] magnetic and pneumatic spring mechanisms, [18] cam-rollers, [19,20] cam-roller-spring-rod mechanisms, [21] and systems employing pairs of oblique springs. [22] Ma et al conclude that passive vibration isolation systems have excellent lowfrequency vibration isolation performance when tuned for the application, while active vibration isolation systems are better suited to variable conditions.…”
Section: Doi: 101002/adem202300356mentioning
confidence: 99%
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“…And the wider range of small stiffness can be realized by properly adjusting the parameter α . of fixed magnets that supports against gravity by repelling the mass from below and attracting it from above respectively [39]. Yu designed two nonlinear magnetic vibration isolators with QZS characteristic [40,41].…”
Section: Fig6 Schematic Representation Of a Vertical Spring And Lever...mentioning
confidence: 99%