2008
DOI: 10.1016/j.ergon.2007.10.028
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Transmission characteristics of suspension seats in multi-axis vibration environments

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Cited by 22 publications
(15 citation statements)
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“…They observed changes in the damped natural frequency with increasing magnitude of vibration, indicating nonlinearity in the suspension. Using the vibration measured on the floor of the locomotive of a passenger train in field tests and computer-generated broadband excitation (1.0 ms -2 r.m.s between 1 and 80 Hz), Smith et al [5] determined the transmission characteristics in three orthogonal translational directions for two locomotive driver seats. They concluded that without considering the effect of off-axis coupling and other factors, the system transfer matrix evaluated using a multipleinput single-output model would be less than ideal for predicting the low frequency vibration experienced when using a suspension seat.…”
Section: Introductionmentioning
confidence: 99%
“…They observed changes in the damped natural frequency with increasing magnitude of vibration, indicating nonlinearity in the suspension. Using the vibration measured on the floor of the locomotive of a passenger train in field tests and computer-generated broadband excitation (1.0 ms -2 r.m.s between 1 and 80 Hz), Smith et al [5] determined the transmission characteristics in three orthogonal translational directions for two locomotive driver seats. They concluded that without considering the effect of off-axis coupling and other factors, the system transfer matrix evaluated using a multipleinput single-output model would be less than ideal for predicting the low frequency vibration experienced when using a suspension seat.…”
Section: Introductionmentioning
confidence: 99%
“…e characteristics of the dynamic responses of a seated human body are mainly affected by low-frequency vibrations (below 50 Hz). A number of studies have also found that the fundamental frequency of a seated human exposed to wholebody vibration is lower than 10 Hz [1][2][3][4][5]. e natural frequencies and frequency responses of a seated human are decided depending on body weight, length of human segments, and sitting posture (e. g., slouched or erect) [6][7][8][9][10].…”
Section: Introductionmentioning
confidence: 99%
“…向统一模型之间的差异,为列车振动模型的选取提 供了有效参考;文献 [7]利用全局灵敏度方法分析了 垂向悬挂参数对列车运行平稳性的影响,为轨道车 辆悬挂系统参数的优化提供了指导;文献 [8][9]和文 献 [10][11]分别对转向架垂向悬挂系统参数和座椅悬 置系统参数进行了优化,为轨道车辆垂向悬挂系统 参数的选取提供了有效借鉴。然而先前对于轨道车 辆垂向动力学分析及悬挂系统参数优化的研究,通 常是将轨道车辆的转向架-车体系统和座椅系统分 开单独进行的,而实际上列车的各系统,即转向架-车体系统和座椅系统是相互影响且共同对列车的动 态性能起作用的 [12][13] 。随着高速列车运行速度的不 断提高,由于轨道不平顺引起的振动对人体的影响 作用越来越强 [14] 。因此,建立一个能够较为真实地 反映高速列车垂向振动特性和人体振动基本特征的 动力学模型,进一步深入研究高速列车垂向悬挂系 统参数的优化设计,显得十分必要。 本文在传统高速列车垂向动力学模型的基础 上,考虑座椅和人体振动作用的影响,对高速列车 转向架-车体-座椅耦合系统垂向动力学模型的建立 进行研究,并对各系统之间的相互耦合作用关系进 行探讨;在此基础上,以人体振动舒适性最佳为目 标,对轨道随机不平顺激励下的高速列车垂向悬挂 系统进行多目标、多参数优化,为高速列车垂向悬 挂系统参数的选取提供有效指导。 1 耦合系统模型及振动响应求解 [15] ;J c 、J t 分别为车 体和转向架构架的点头转动惯量;K p 、K s 、K z 分别 为一系悬挂、 二系悬挂和座椅悬置的垂向等效刚度; [7,16] ( 2 6 3)…”
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