scalars造句

• Kinetic energy is a scalar property of motion .
  动能是运动的一种标量属性。
• The strain vector is a scalar quantity .
  应变向量为一纯量。
• The volume v is given in terms of the scalar triple product .
  体积V能用数量三乘积表示。
• We recognize this expression as just the scalar product .
  可以认出，此表达式正好就是标积。
• The divergence of a vector function is the scalar function .
  矢量函数的散度是一个标量函数。
• scalar formulas do carry over for these matrices .
  对于这些矩阵，数量间一些公式确实保留下来。
• For this reason the inner product is called also the scalar product .
  为此，内积也叫做纯量积。
• The dot product, being the product of three scalars, is a scalar .
  点积是三个标量的乘积，所以是个标量。
• Inertia scalars are defined in terms of quantities called inertia vectors .
  我们将用惯性矢量来定义惯性标量。
• The b-module mb is said to be obtained from m by extension of scalars .
  我们说B-核MB是从M验纯量扩充而得到的。
• The ordinary numbers of arithmetic and elementary algebra are known as scalars .
  算术和初等代数中普通的数通称纯量。
• Physical properties that are completely specified by their magnitude are called scalars .
  物理性质完全由其大小所确定者叫做标量。
• If two vectors are associated with each other as a dot product, the result is a scalar .
  如果两个向量以标量积结合，其结果为一标量。
• The criterion of equality of two quaternions is that their scalar parts shall be equal .
  两个四元数相等的准则是，它们的数量部分相等。
• The scalar product of a vector with itself is the square of the magnitude of the vector .
  一个矢量自身相乘的标积等于该矢量大小的平方。
• We discuss in more detail the application of the coupled mode formulas to scalar waveguide deformations .
  我们将详细讨论耦合模公式对标量波导畸变的应用。
• The definition of work suggests a third process of vector algebra, namely, scalar multiplication of two vectors .
  功的定义用到矢量代数的第三种运算，即两个矢量的标积。
• Since scalars are independent of the coordinate system, the dot product of two vectors is called a scalar invariant .
  因为标量与坐标系无关，故两个矢量的点积称为标量不变量。
• Since scalars are independent of the coordinate system, the dot product of two vectors is called a scalar invariant .
  因为标量与坐标系无关，故两个矢量的点积称为标量不变量。
• We prefer the form (5.16.7) since it is in conformity with the definition of scalar product in a complex euclidean space .
  我们愿意用（5.16.7）这种形式，因为它和复欧几里德空间中标积之定义相谐调。