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METHOD FOR OPTIMIZATION OF A NONLINEAR STATIC BALANCE MECHANISM, WITH APPLICATION TO OPHTHALMIC SURGICAL FORCEPS

机译:用于优化非线性静态平衡机制的方法,应用于眼科手术钳

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A new method for optimizing the dimensions of a nonlinear static balance mechanism has been created. A rigid link slider-crank mechanism with a nonlinear spring is designed to balance a compliant mechanism. This is accomplished by determining the potential energy of the compliant mechanism using finite element analysis and then optimizing the dimensions of the static balance mechanism to balance the potential energy stored in the compliant forceps. The optimization is performed using a sequential quadratic programming algorithm in Matlab's optimization toolbox. It is seen that using higher order nonlinear springs results in a system that is better statically balanced. The mechanism that is statically balanced is a compliant forceps that has previously been designed for use in ophthalmic surgery. The compliant forceps stores energy when it creates motion, which then creates neutral positions of the mechanism with minimum potential energy. This situation is often unwanted in surgical situations. This paper uses the compliant forceps as an example of how to optimize the dimensions of a nonlinear static balance mechanism.
机译:已经创建了一种用于优化非线性静态平衡机制的尺寸的新方法。具有非线性弹簧的刚性连杆滑块曲柄机构旨在平衡兼容机构。这是通过使用有限元分析确定柔顺机构的势能,然后优化静态平衡机构的尺寸来实现,以平衡存储在柔顺钳中的潜在能量。使用MATLAB的优化工具箱中的顺序二次编程算法执行优化。可以看出,使用高阶非线性弹簧导致更好的系统静态平衡。静态平衡的机制是先前设计用于眼科手术的柔顺钳。当它产生运动时,符合员的镊子存储能量,然后将其产生具有最小潜在能量的机制的中性位置。这种情况往往是在外科手术情况下不受欢迎。本文使用柔顺钳作为如何优化非线性静态平衡机制的尺寸的示例。

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