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Optimal dispalcement amplification ratio of bridge-type compliant mechanism flexure hinge by using Taguchi method with grey relational analysis

机译:用灰色关系分析使用Taguchi方法,最佳位移放大比桥式柔顺机构弯曲铰链

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Compliant mechanism flexure hinge was frequently utilized in precision enginering in recently years such as bridge-type and rhombus-type compliant mechanism. The previous study used approximation mathematic model to estimate displacement amplification ratio. But the result of this investigations obtain displacement amplification ratio aproximatly 30. It identify so difficult to obtain maximum and precision value. Therefore, in this paper designed new model for bridge-type compliant flexure in SOLIDWORK. Displacment amplification ratio was calculated by using finite element method in ANSYS. The simualtion result reveal that ouput displacement increase from 0.506 mm to 0.648 mm when length of input body increase from 5 mm to 15 mm with thickness of flexure hinge of 0.3 mm and input displacement of 0.01 mm. The displacement amplification obtained from 50.6 to 64.8. concentration stress increase from 78.7 MPa to 101.5 MPa. Moreover, input incline angle between two flexure changes from 1.2 degree to 1.6 degree, with length of input body of 5 mm and the input displacement of 0.01 mm, output displacemt increases from 0.505 mm to 0.521 mm. The displacement amplification ratio obtained from 50.5 to 52.1 and concentration stress increased from 78.7 MPa to 80.16 MPa and then reduce to 74.19 MPa. The length of input body has significant effected while the incline angle between two flexure hinge from 1.2 degree to 1.6 degree has slightly effected on the displacement amplification of bridge-type compliant mechanism.
机译:柔性机构弯曲铰链经常在近年来近年来的近年来的精密齐合中使用。先前的研究使用近似数学模型来估计位移放大比率。但该研究的结果获得了30个以30个以30个偏移扩增比。它识别难以获得最大和精度的值。因此,在本文中,设计了巩固型桥式柔性柔性的新模型。通过在ANSYS中使用有限元方法计算位移扩增率。仿真结果表明,当输入体的长度从5毫米增加到15毫米的弯曲铰链增加0.3mm,输入位移0.01 mm的输入体增加0.506 mm至0.648mm,输出位移从0.506 mm增加到0.648 mm。从50.6到64.8获得的位移扩增。浓度应力从78.7MPa增加到101.5MPa。此外,在两个弯曲部之间的输入倾斜角度从1.2度变为1.6度,输入体的长度为5 mm,输入位移为0.01 mm,输出拆分率从0.505 mm增加到0.521毫米。从50.5至52.1获得的位移放大比率和浓度应激从78.7MPa增加到80.16MPa,然后减少到74.19MPa。输入体的长度具有显着的影响,而两个挠曲铰链之间的倾斜角度在1.2度至1.6度之间,在桥式兼容机构的位移放大上略微实现。

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