vector product是什么意思

网络释义

用法例句

Teaching of "vector product" in space analytic geometry;

关于空间解析几何中“矢量积”教学的探讨

The convex polygon is constructed by vector product in order to solve the straightness error.

为求解直线度误差,采用矢量积构造凸多边形。

A Modified Method for Jacobian Matrix with Screw Theory and Vector Product

旋量理论与矢量积法相结合求解雅可比矩阵

Vector products arise frequently in this book in a number of contexts.

在本书的许多场合中经常要出现矢量积。

Several Simple Problems calculated by The Vector Integral Method in the Electromagnetic Fields

用矢量积分法计算几个简单问题中的电磁场

Returns the cross product of two or more sets as a set, excluding empty members.

返回两个或更多集合的矢量积所组成的集合，不包括空成员。

An axial vector may itself enter into a vector product.

轴矢量自身可参与矢积。

a real number (a scalar) that is the product of two vectors.

等于两个矢量乘积的实数（一个纯量）。

In every case, then the vector force equals the product of the mass and vector acceleration.

因此在所有情况下，力矢量等于质量和加速度矢量的乘积。

The Finite Volume and Kinetic Flux Vector Splitting Method Based on the Boltzmann Equation;

基于Boltzmann方程的有限体积流矢量分裂法

A Vector Controlled(VC) Variable Frequency Hydraulic System

矢量变频液压容积节流调速系统研究

Visualization of vector magnitude based on line integral convolution

基于线积分卷积可视化矢量场大小的研究

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。

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。

Use the vector dot product to find the obtuse angle between two diagonals of a cube.

用矢量点积求立方体的两条对角线所夹的钝角。

The Application of Finite Volume and Flux Vector Splitting Method in Flood Routing;

有限体积流矢量分裂法在洪水演进中的应用

Inner-product of Strain Rate Vector in Spherical Coordinate for Wire Drawing

线材拉拔球坐标应变速率矢量场的内积

DOA estimation method based on combined information processing of pressure and particle velocity using the cubic acoustic vector sensor array

基于联合处理的声矢量体积阵测向技术

Research on spatial correlation in an acoustic vector noise field

体积噪声矢量场空间相关特性研究的一种方法

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。