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基于倍四元數(shù)和Groebner基的6R機(jī)械手的位置反解
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Qeneral 6R Robot Inverse Solution Based on Double Quaternion and Groebner Base
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    摘要:

    提出了一般6R機(jī)械手的位置反解的新算法,該算法是把齊次變換矩陣轉(zhuǎn)以倍四元數(shù)形式表示,,建立了倍四元數(shù)形式的串聯(lián)6R機(jī)械手運(yùn)動(dòng)學(xué)方程,,再通過線性消元和兩次應(yīng)用分次字典序Groebner基消去5個(gè)變?cè)?,得到一個(gè)一元16次方程,。此方法沒有增根,,是一種對(duì)空間任意尺寸6R機(jī)械手進(jìn)行建模和求解的新算法,。其中求解Groebner基采用了計(jì)算機(jī)代數(shù)系統(tǒng)進(jìn)行有理數(shù)運(yùn)算,,目前的求解速度尚不是很高,需進(jìn)一步改進(jìn),。

    Abstract:

    A new algorithm for the position inverse solution of the introduced general 6R robot was introduced. It is the homogeneous transformation matrix that translated to the double quaternions form, and on this basis, the series 6R robot kinematics equation with double quaternions form was established. And five variables were eliminated by the elimination of linear and two-time applications lexicographic Groebner base, a 16th degree equation contained a variable has been obtained. This method did not have any roots, it is a new algorithm that solves and presents the space of arbitrary size 6R robot modeling. Groebner base which used computer algebra system rational calculation was requested, and the current solution is not yet a high speed, it needs further improvement.

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倪振松,廖啟征,魏世民,李瑞華,喬曙光.基于倍四元數(shù)和Groebner基的6R機(jī)械手的位置反解[J].農(nóng)業(yè)機(jī)械學(xué)報(bào),2009,40(2):190-194. Qeneral 6R Robot Inverse Solution Based on Double Quaternion and Groebner Base[J]. Transactions of the Chinese Society for Agricultural Machinery,2009,40(2):190-194.

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