The aim of this study is to address the issues associated with traditional magnetorheological fluid(MRF)dampers,such as insufficient damping force after power failure and susceptibility to settlement.In order to achie...The aim of this study is to address the issues associated with traditional magnetorheological fluid(MRF)dampers,such as insufficient damping force after power failure and susceptibility to settlement.In order to achieve this,a bidirectional adjustable MRF damper was designed and developed.Magnetic field simulation analysis was conducted on the damper,along with simulation analysis on its dynamic characteristics.The dynamic characteristics were ultimately validated through experimental testing on the material testing machine,thereby corroborating the theoretical simulation results.Concurrently,this process generated valuable test data for subsequent implementation of the semi-active vibration control system.The simulation and test results demonstrate that the integrated permanent magnet effectively accomplishes bidirectional regulation.The magnetic induction intensity of the damping channel is 0.2 T in the absence of current,increases to 0.5 T when a maximum forward current of 4 A is applied,and becomes 0 T when a maximum reverse current of 3.8 A is applied.When the excitation amplitude is 8 mm and the frequency is 2 Hz,with the applied currents varying,the maximum damping force reaches 8 kN,while the minimum damping force measures at 511 N.Additionally,at zero current,the damping force stands at 2 kN,which aligns closely with simulation results.The present paper can serve as a valuable reference for the design and research of semi-active MRF dampers.展开更多
研究了板式电涡流阻尼单元(planar eddy current damper,PECD)的阻尼特性随平面振动方向的变化规律。首先,推导了PECD发生相对平移运动时电涡流阻尼力的理论计算公式,发现PECD相对平移运动产生的电涡流阻尼力并不一定与速度方向完全相反...研究了板式电涡流阻尼单元(planar eddy current damper,PECD)的阻尼特性随平面振动方向的变化规律。首先,推导了PECD发生相对平移运动时电涡流阻尼力的理论计算公式,发现PECD相对平移运动产生的电涡流阻尼力并不一定与速度方向完全相反,其在平面直角坐标系上的2个分量可由一个2×2的平面阻尼系数矩阵与相对速度向量的乘积唯一确定。其次,分别选取4种典型永磁阵列的PECD,采用电磁有限元方法计算了它们的平面阻尼系数矩阵和阻尼力随速度方向的变化,验证了上述阻尼力理论计算公式的正确性,并提出了PECD的等效阻尼系数概念。然后,针对等效阻尼系数各向同性的PECD,在保证永磁体高度和投影面积不变的条件下,分析了其阻尼系数随永磁体数量和永磁体行、列间距的变化规律。最后,开展了阻尼系数各向同性PECD的阻尼系数测试试验,进一步验证了理论分析和有限元仿真的正确性。展开更多
文摘The aim of this study is to address the issues associated with traditional magnetorheological fluid(MRF)dampers,such as insufficient damping force after power failure and susceptibility to settlement.In order to achieve this,a bidirectional adjustable MRF damper was designed and developed.Magnetic field simulation analysis was conducted on the damper,along with simulation analysis on its dynamic characteristics.The dynamic characteristics were ultimately validated through experimental testing on the material testing machine,thereby corroborating the theoretical simulation results.Concurrently,this process generated valuable test data for subsequent implementation of the semi-active vibration control system.The simulation and test results demonstrate that the integrated permanent magnet effectively accomplishes bidirectional regulation.The magnetic induction intensity of the damping channel is 0.2 T in the absence of current,increases to 0.5 T when a maximum forward current of 4 A is applied,and becomes 0 T when a maximum reverse current of 3.8 A is applied.When the excitation amplitude is 8 mm and the frequency is 2 Hz,with the applied currents varying,the maximum damping force reaches 8 kN,while the minimum damping force measures at 511 N.Additionally,at zero current,the damping force stands at 2 kN,which aligns closely with simulation results.The present paper can serve as a valuable reference for the design and research of semi-active MRF dampers.
文摘研究了板式电涡流阻尼单元(planar eddy current damper,PECD)的阻尼特性随平面振动方向的变化规律。首先,推导了PECD发生相对平移运动时电涡流阻尼力的理论计算公式,发现PECD相对平移运动产生的电涡流阻尼力并不一定与速度方向完全相反,其在平面直角坐标系上的2个分量可由一个2×2的平面阻尼系数矩阵与相对速度向量的乘积唯一确定。其次,分别选取4种典型永磁阵列的PECD,采用电磁有限元方法计算了它们的平面阻尼系数矩阵和阻尼力随速度方向的变化,验证了上述阻尼力理论计算公式的正确性,并提出了PECD的等效阻尼系数概念。然后,针对等效阻尼系数各向同性的PECD,在保证永磁体高度和投影面积不变的条件下,分析了其阻尼系数随永磁体数量和永磁体行、列间距的变化规律。最后,开展了阻尼系数各向同性PECD的阻尼系数测试试验,进一步验证了理论分析和有限元仿真的正确性。
