The norm of a quaternion is similar to that of a vector.
四元數(shù)的平均值與矢量的有點相似.
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All the existing Methods : Utilize quaternion algebra to iteratively compute M - sets'boundaries.
用文中提出的體繪制算法繪制了三元數(shù)法和四元代數(shù)法所構(gòu)造的三維M集.
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In this paper, we firstly consider a quaternion algebra.
本文首先考察某個四元代數(shù).
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A quaternion can be used to represent any arbitrary rotation.
四元數(shù)可用來表現(xiàn)所有形式的旋轉(zhuǎn).
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The third phase of the form of intermediate code using easy - to - read type Quaternion.
第三階段中間代碼的形式采用便于閱讀的四元式.
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Thetheory includes Euler angular algorithm, direction cosine algorithm, quaternion algorithm and rotation vector algorithm.
基本理論包括歐拉角算法 、 方向余弦算法 、 四元數(shù)算法和等效旋轉(zhuǎn)矢量算法.
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Quaternion definition and geometry meaning were described and quaternion movement equation was introduced.
闡述了四元數(shù)的定義、幾何意義及四元數(shù)表示的運動學方程.
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Eight , design SAMPLE language grammar, semantic analyzer, the output quaternion type of intermediate results.
設計SAMPLE語言的語法 、 語義分析器, 輸出四元式的中間結(jié)果.
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The method of adjusting screen - coordinate and object - coordinate of plane model with quaternion is discussed.
論述了以四元數(shù)法調(diào)整模型的屏幕坐標和物體坐標的方法.
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Quaternion can avoid gibbs lock if you use euler angle to rotate 3 d model.
四元數(shù)可避免吉布斯鎖如果您使用的歐拉角旋轉(zhuǎn)三維模型.
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Some inequalities of eigenvalues for weak cycle products of self - conjugate quaternion matrices are given.
給出了自共軛四元數(shù)矩陣的弱圈積的特征值的一些不等式.
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It is realized by real quaternion overrides the weakness of matrix such as unintuitionistic, complex calculation.
此算法采用實四元數(shù)組實現(xiàn),克服了采用矩陣實現(xiàn)時的非直觀性 、 計算復雜等弱點.
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Two control laws are presented for attitude regulation of a rigid body expressed by unit quaternion.
給出了用四元數(shù)表示的剛體姿態(tài)調(diào)節(jié)問題的兩種控制規(guī)律.
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In this paper, we obtain some inequalities for norm and traces of quaternion matrices.
本文獲得了四元數(shù)矩陣的范數(shù)和跡的一些不等式,改進了近期的某些結(jié)果.
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Two control laws are presented for attitude regulation of a rigid body expressed by quaternion.
給出了用四元數(shù)+表示的剛體姿態(tài)調(diào)節(jié)問題的兩種控制規(guī)律.
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