quaternize的音标是[ˈkwɒtərnaɪz]：

意思：使四倍化；使成为四分法；使成为四元数；使四重化；使成为四重奏

用法：quaternize的基本意思是“使四倍化”，指把一个数或量增加到原来的四倍，即原来的二倍加上原来的二倍，而原来的数或量不变。

双语翻译：quaternize sth into four parts 把某物分成四部分。

例句：The process of quaternizing a vector space is called the quaternification of the vector space. 向向量空间引入四元数的过程，称为向量空间的四元化。

quaternize是一个英语单词，可以用作动词，意思是“四元化；使成四元组；使成为四元数”。

常见用法：

Quaternions are a mathematical tool used to represent three-dimensional rotations.

The quaternions are a set of four numbers, usually written as a vector, that are used to represent rotations and translations in four dimensions.

Quaternions are used in computer graphics and video games to represent rotations of objects.

中文翻译：

“四元化”可以翻译为“quaternize”，这个词在数学中通常用来表示三维旋转的表示方法。

“使成四元组”可以翻译为“使成为四元数”。

双语翻译可以根据上下文灵活运用，例如“quaternions are used in computer graphics and video games to represent rotations of objects”可以翻译为“四元数在计算机图形学和视频游戏中用于表示物体的旋转”。

常见用法中还提到了四元数在计算机图形学和视频游戏中的应用，这是四元数的一个常见应用领域。此外，四元数也被用于物理学中的旋转和振荡等计算。

以上信息仅供参考，如需了解更多信息，请查阅英语词典或咨询专业人士。

quaternize的意思、释义、用法及双语翻译：

意思：使四倍化；使成为四分数的；使成为四元数

释义：To quaternize a vector is to multiply it by i4, where i is a complex number with a real square root of -1.

用法：The quaternions are a mathematical tool used for representing three-dimensional rotations.

双语翻译：Quaternions are a mathematical tool used for representing three-dimensional rotations. They are a generalization of the complex numbers to four dimensions.

常见短语：

1. Quaternize the matrix

矩阵的四维化

2. Quaternions are used in 3D computer graphics to represent rotations.

在3D计算机图形中，四元数被用于表示旋转。

3. Quaternions are a mathematical tool used for representing rotations in four dimensions.

四元数是数学工具，用于表示四维空间的旋转。

4. Quaternions are complex numbers in disguise, but they're used to represent rotations in four dimensions.

四元数本质上就是伪复数，但它们被用来表示四维空间的旋转。

5. The quaternions are a mathematical tool that was invented in the 19th century and is still used today.

四元数是数学工具，发明于19世纪，至今仍在被使用。

6. The quaternion representation of a rotation is a vector that points in the direction of the rotation.

旋转的四元数表示是一个指向旋转方向的向量。

7. The quaternion product is defined by the rule that ab = (a0b0−a1b1−a2b2−a3b3)i4, where i is a complex number with a real square root of minus one.

四元数乘法由以下规则定义：ab=(a0b0−a1b1−a2b2−a3b3)i4，其中i是一个复数，其实部有一个-1的平方根。

8. The quaternion product is associative, but the quaternion addition is not associative.

四元数的乘法是结合律成立的，但是加法不是结合律成立的。

9. The quaternion representation of a rotation is a vector that points in the direction of the rotation and has magnitude equal to the angle of rotation.

旋转的四元数表示是一个指向旋转方向且大小等于旋转角度的向量。

10. The quaternion product is also known as the cross product and is used to calculate the magnitude and direction of vectors in three dimensions.

四元数乘法也被称为叉积，用于计算三维向量的大小和方向。