嵌套余弦函数型多轴柔性铰链的设计与分析
徐美娟,汪启亮,洪永烽,龙益平,刘通,郭彬

Design and analysis of nested cosine function type multi-axis flexure hinge
Meijuan XU,Qiliang WANG,Yongfeng HONG,Yiping LONG,Tong LIU,Bin GUO
表2 柔性铰链柔度和精度的理论值与仿真值比较
Table 2 Comparison of theoretical and simulated values of compliance and precision of flexure hinges
组别对比项

Cx1, Fx /

(m·N-1)

Cy1, Mz /N-1Cθz, Mz /(N-1·m-1)

Cy1, Fy /

(m·N-1)

Cθz, Fy /N-1

Cx2, Fx /

(m·N-1)

Cy2, Mz /N-1

Cy2, Fy /

(m·N-1)

1理论值8.065×10-85.013×10-31.0022.671×10-55.013×10-34.037×10-84.894×10-43.259×10-6
仿真值8.326×10-85.116×10-31.0232.730×10-55.117×10-34.192×10-85.083×10-43.403×10-6
相对误差/%3.132.012.052.162.033.703.724.23
2理论值7.567×10-84.720×10-30.9432.499×10-54.720×10-33.788×10-84.326×10-42.846×10-6
仿真值7.904×10-84.832×10-30.9672.561×10-54.833×10-33.986×10-84.510×10-42.983×10-6
相对误差/%4.262.322.482.422.344.974.084.59
3理论值9.678×10-87.219×10-31.2024.604×10-57.219×10-34.844×10-87.048×10-45.575×10-6
仿真值9.912×10-87.322×10-31.2204.674×10-57.322×10-34.982×10-87.237×10-45.749×10-6
相对误差/%2.361.411.481.501.412.772.613.03
4理论值1.182×10-71.152×10-22.3026.082×10-51.152×10-25.918×10-81.056×10-36.859×10-6
仿真值1.222×10-71.170×10-22.3396.178×10-51.170×10-26.133×10-81.085×10-37.080×10-6
相对误差/%4.891.541.581.551.543.512.673.12