Adam asked, what is the coordinate system used in orbits?

亚当问轨道中使用坐标是什么？

There's also specialized coordinate systems, all different kinds of 'em.

还有专门坐标所有各种各样。

So in addition to identifying those planes, we make sure that the coordinate system is accurate.

所以除了识别平面，还要保证坐标是精确。

I was thinking it might be some sort of interstellar coordinate system, maybe an updated version of Hubble's law.

猜能是某种星际坐标，或许是哈勃定律升级版。

So it's almost kind of like a coordinate system, if you will.

如果你愿意话，它几乎有点像坐标。

Let's use the familiar Cartesian coordinate system with its x and y axes.

让使用笛卡尔坐标及其 x 轴和 y 轴。

We could have chosen different basis vectors and gotten a completely reasonable new coordinate system.

以选择不同基向量得到一个完全合理新坐标。

And we have a coordinate system associated with that to, you know, let us know locations and how the station is moving.

有一个与之相关坐标，你知道，让知道位置以及空间站如何移动。

This is something I'll go into much more detail on later, describing the exact relationship between different coordinate systems.

这是稍后会详细讲内容 描述不同坐标之间确切关。

No matter which way you face, or what coordinate system you place over the camp ground, the vector doesn't change.

无论您面向哪个方向，或者在营地上放置什么坐标，矢量都不会改变。

A pretty natural question to ask is how we translate between coordinate systems.

一个很自然问题是如何在坐标之间转换。

So that, in a nutshell, is how to translate the description of individual vectors back and forth between coordinate systems.

简单地说 就是如何在坐标之间来回转换单个向量描述。

True modern love should be like this, a slow approach of two independent coordinate systems, allowing for loss and accepting deviation.

真正现代爱情应该像这样，两个独立坐标缓慢靠近，允许有失去并接受偏差。

Vectors, core topics in linear algebra, like determinants and eigenvectors, seem indifferent to your choice of coordinate systems.

向量 线性代数核心主题 像行列式和特征向量 似乎与你选择坐标无关。

Additionally, we skipped a lot of detail when it  came to 3D shapes and transformations from one coordinate system to another using matrices.

此外，当涉及到 3D 形状以及使用矩阵从一个坐标到另一个坐标转换时，跳过了很多细节。

If, E.G., jennifer describes a vector with coordinates negative one, two, what would that be in our coordinate system?

例如 jennifer描述了一个坐标为-1 2向量 它在坐标中是什么？

Any way, to translate between vectors and sets of numbers is called a coordinate system.

无论如何 在向量和数集之间转换称为坐标。

That enables us to have our very - very way of life And this precisely calibrated coordinate system has led to some awkward corrections.

这使能够维持独特生活方式，而这一精确校准坐标统也带来了一些令人尴尬修正。

In the local coordinate system, the x axis is coincident with the tunnel axis, and the y axis is perpendicular to the tunnel axis.

在局部坐标中，x 轴与隧道轴重合，y 轴垂直于隧道轴。

You can think of these two special vectors as encapsulating all of the implicit assumptions of our coordinate system.

你以把这两个特殊向量看作是坐标中所有隐含假设集合。