本文为您带来矢量的英文翻译，包括矢量用英语怎么说，矢量用英语怎么说，矢量的英语造句，矢量的英文原声例

本文为您带来矢量的英文翻译，包括矢量用英语怎么说，矢量用英语怎么说，矢量的英语造句，矢量的英文原声例句，矢量的相关英语短语等内容。

矢量的英文翻译，矢量的英语怎么说？

矢量的英语网络释义

矢量表达法在GIS中，不同的空间特征具有不同的矢量（Vector）维数： （1）0维矢量（点）：0维矢量即空间中的一个点。

矢量（vector quantity）：用大小和方向表示的物理量。 如：力，速度，加速度，电流密度等。

...phasograph测量相位畸变的电桥phasor矢量 相量 复数量phasorargument相量幅角 ...

... quantity value 量值 quantity vector 矢量 quantization 量子化 ...

矢量的汉英大词典

矢量[shǐ liàng]

• {数} {物} vector; complexor
• 短语:
  • 矢量表示法 vector representation;
  • 矢量玻色子 vectorial boson; vector boson;
  • 矢量产生器 vector generator;
  • 矢量场 vector field; vector point function;
  • 矢量重正化 vector renormalization;
  • 矢量传播子 vector propagator;
  • 矢量导纳 vector admittance;
  • 矢量电流 vector current;
  • 矢量电压表 vector voltmeter;
  • 矢量叠加法 vector superposition method;
  • 矢量对消器 vector canceller;
  • 矢量非点那一端 terminus;
  • 矢量分析 vector analysis;
  • 矢量分析器 vectorlyser;
  • 矢量辐角 argument of vector;
  • 矢量轨道常数 vectorial orbital constant;
  • 矢量亥姆霍兹方程式 vector Helmholtz equation;
  • 矢量和 vector sum;
  • 矢量荷 vector charge;
  • 矢量环 vector ring;
  • 矢量计算机 vector computer;
  • 矢量加法 vector addition;
  • 矢量角 azimuth;
  • 矢量解 vector solution;
  • 矢量介子 vector meson;
  • 矢量空间 vector space;
  • 矢量空间法 vector space method;
  • 矢量控制 vector control;
  • 矢量粒子 V-particle, vecton;
  • 矢量平差 vectorial adjustment;
  • 矢量平均海流计 vector averaging current meter;
  • 矢量平移 vector translation;
  • 矢量示波[显示]器 vectorscope; vector oscilloscope;
  • 矢量势 vector potential;
  • 矢量伺服系统 vector servomechanism;
  • 矢量图 vectogram; vector diagram; arrow diagram;
  • 矢量图形（学） vector graphics;
  • 矢量推力 vectored thrust;
  • 矢量为主模型 vector dominance model (VDM);
  • 矢量相加 vector addition;
  • 矢量相位指示 vector phase indication;
  • 矢量心电图 vectorcardiogram;
  • 矢量心电图描记器 vectorcardiograph;
  • 矢量圆图 clock diagram;
  • 矢量运算 vector calculus;
  • 矢量张量效应 vector-tensor effect;
  • 矢量指令 vector instruction;
  • 矢量阻抗电桥 vector-impedance bridge;
  • 矢量组合 vectorial combination

矢量的英语短语

矢量的英文例句

加速度和速度都是矢量。

Acceleration and velocity are both vectors.

那种矢量就叫做”零矢量“。

That vector is called a "null vector".

那我们怎么得到这单位矢量呢？

Now, how do we get this unit vector?

它可以被称为多向矢量性时间之门。

It may be termed a time-gate vector.

现在，这里是，物体的矢量中心。

And this, now, is the position vector of the center of mass.

首先，为使用矢量图的指针编写代码。

First, code a needle using vector drawing.

接下来要处理的是矢量图形。

The next thing to play with is vector graphics.

这个字节数组称为初始矢量(IV)。

This byte array is called an initial vector (IV).

速率保持不变，但速度矢量会发生变化。

The speed is not changing, but the velocity vector is changing.

因此，路径的概念对矢量作图非常重要。

Therefore, a concept of path is fundamental to vector drawings.

我经历了一个矢量的量变。

I experience a vector quantity.

我们都见过…这就是矢量。

We all have seen... this is a vector.

我的力朝这个方向，矢量。

And I applied the torque in this direction, the vector.

就是我们所说的速度矢量。

OK, that's what we call the velocity vector.

这就是矢量，这就是矢量的，表示方法。

This is a vector and that will be our representation of vectors.

一个与半径垂直的矢量。

It's a vector, perpendicular.

角动量的矢量会怎样呢？

What will the angular momentum vector do?

因此我们叫它速度矢量。

And so, that's called the velocity vector.

来看看位置矢量的改变。

And, we look at how the position vector changes.

记住它，这是个矢量。

Remember this-- this is a vector.

好，这就是速度矢量。

OK, so that's the velocity vector.

这就叫做矢量分解。

And we call that "decomposition" of a vector.

好的，所以让我来做矢量图。

Ok, so let me take the column picture.

它构成一个矢量。

This makes it a vector.

同时也是，矢量相减的原理。

And that brings us to the point of subtraction of vectors.

如果有两个矢量。

Suppose you have two vectors.

就是这个矢量。

This is that vector.

我没写成矢量。

I don't write them down as vectors.

我没写成矢量。

I don't write them down as vectors.

矢量的原声例句

Perhaps it's clear to you that no matter how your axes are oriented, when you ask, "How long is this arrow?"

这应该是比较显然的,无论坐标轴指向哪里,当你问,"这个矢量有多长"

It comes from the fact that velocity is a vector and you can change your velocity vector by changing your direction.

其原理就是,速度是矢量,你可以通过改变方向来改变速度

But I know when I multiply a vector by a number, I get a vector in the same direction.

但是我所知道的是当矢量乘以一个常数,我会得到一个同方向的矢量

You can imagine that if a vector is viewed from an angle, then its components will vary with the perspective.

你可以想象一下,如果换一个角度观察矢量,其分量会相应地发生变化

It's a simple problem, but I just want to do it so you get used to working with vectors.

这是个简单的问题,但我还是想做一下好让你们习惯矢量运算

The proper way to draw a vector is to draw an arrow that's got a beginning and it's got an end.

画矢量的正确方法是,画一个有起点和终点的箭头

Alright, next thing I want to do is to define the vector that plays the role of the number 0.

接下来我想做的是定义一个矢量,它相当于数字0

This formula doesn't tell you which way it's pointing, because it's a scaler; it's not a vector equation.

这个式子没有说明方向,因为这是一个标量而非矢量方程

The beauty of that is now we have discovered a notion of what it means to multiply a vector by a number.

现在最美妙的就是我们就已经知道,数字乘以矢量的意义

That turns out to be a very nice way to produce vectors, given one vector, the position vector.

这或许是一个得到矢量的很不错的方法,给你一个位置矢量

There's one quantity that's going to come out the same, no matter who is looking at the vector.

但是也有一个量是始终不变的,不管是谁在观察这个矢量

What I did last time was to show you how to handle motion in more than one dimension.

上节课的内容,是用多维矢量描述运动

You can take this vector, multiply it by one number, take that vector, multiply it by another number, add the two of them.

比如将这个矢量,乘上一个数,然后将另一个矢量,乘上另外一个数,把这两个矢量相加

But what we will find is, it's more convenient to lump these two numbers into a single entity, which is called a vector.

但我们会发现,将两个数值看作一个整体会更方便,我们称之为矢量

But it has a property that when you add it to anything, you get the same vector.

但它有个性质,就是用它加任何矢量,你得到的都还是原矢量

The advantage of introducing that guy is that if you like, I can now write an equation for the acceleration as a vector.

引入它的好处是,如果你愿意的话,我可以把加速度写成矢量形式

The sum starts at the beginning of the first and ends at the end of the second.

和矢量就是从第一个矢量的起点,指向第二个矢量的终点

It should have the property that when I add it to anybody, I get the same vector.

它也应该有这种性质,用它加任何矢量,得到的还是原矢量

That limit will be some arrow we can call the velocity at the time and it will always be tangent to the curve.

那个极限也就是一个矢量,我们称之为瞬时速度,并且它总是和轨迹相切的

Again, when you learn the relativity, you will find out there's one vector that's staring at you.

再说一遍,当你学习相对论的时候,你会发现,有一个矢量会始终指向你

If you live in two dimensions or more, you've got to use vectors to describe most things.

如果你要考虑二维或二维以上的问题,大多数情况下需要用矢量来描述

If I just come and say to you, "Here's the vector whose components are 3 and 5.

假如我问你们,"一个矢量的分量分别是 3 和 5

Once you've got that, you can do minus 7 times a vector Just take the vector, multiply it by Pi and flip it over.

明白这点之后,你就可以计算-7乘以矢量,只需用 π 去乘以那个矢量,然后将其方向调转

This is how you get the rules for adding a vector to another vector, then taking a vector and multiplying it by some constant.

以上这些就是矢量加法的法则,以及数乘矢量的法则

You can pick your unit vectors, or what are called basis vectors, any way you like.

你可以任意选取单位矢量,或者也可以叫做基矢量,这都随便你

That's what we're going to talk about a little bit, talk a little bit about vectors.

这就是我们今要讨论的内容,一些关于矢量的内容

If I'm now working in one dimension, it's obvious because I'm not using any vectors.

假设我现在只考虑一维的情形,这很明显,因为我没有用矢量

Most of the time, when we deal with vectors, we don't draw these arrows anymore.

多数情况下,当我们处理矢量时,就不再画出这些箭头了

The most important vector is the position vector that tells you where the object is.

最重要的矢量是位置矢量,用来表示物体的位置

We learned that a vector is a quantity that has a magnitude and a direction.

我们已经知道矢量是一个,既有大小又有方向的量

矢量的网络释义

矢量 “矢量”是个多义词，它可以指矢量（心理学）, 矢量（自然科学术语）, 矢量（计算机术语）。

以上关于矢量的英语翻译来自英汉大词典，希望对您学习矢量的英语有帮助。