spherical coordinates
spherical coordinates是什么意思、spherical coordinates怎么读
spherical coordinates 基本解释
网络 球坐标; 球面坐标; 球坐标系; 球面坐标系; 球面座标
重点词汇
- sphericala. 球的, 球面的, 球状的, 天体的 [医] 球形的, 球状的
- coordinatesv.使协调;使相配合;使(身体各部分)动作协调;协同动作;(衣服、家具等)搭配,协调n.坐标;(颜色协调的)配套服装,套装coordinate的第三人称单数和复数
spherical coordinates 双语例句
- 1、
We have rectangular coordinates, we have cylindrical coordinates and we have spherical coordinates.
我们有直角坐标系,有柱坐标系和球坐标系。 - 2、
OK, so note how the equation of this horizontal plane in spherical coordinates has become a little bit weird.
球坐标下的平面方程,看上去有点诡异。 - 3、
That will give you a good idea of what kinds of things we've seen in spherical coordinates.
这将会给你一些,关于我们已经在球坐标中学过的东西的好的想法。 - 4、
Well, we have to figure out how to set up our triple integral in spherical coordinates.
先看看怎么,在球坐标中建立三重积分。 - 5、
And, of course, you will actually do that in spherical coordinates because it is easier that way.
当然也可以在球坐标中计算,而且那么做更简单。 - 6、
And, I mean, there's a fairly small list of kinds of surfaces that we've seen how to set up in spherical coordinates.
我们已经知道,一部分曲面是如何建立球坐标的。 - 7、
Now, there's also spherical coordinates.
现在,考虑球坐标。 - 8、
So, one is, these are called spherical coordinates because if you fix the value of rho, then you are moving on a sphere centered at the origin.
首先它叫球坐标系的原因是,如果你固定了ρ,通过移动这条半径就能得到一个球面。 - 9、
So, it's much better to set up these integrals in spherical coordinates.
所以球坐标的优势就显现出来了。 - 10、
So, in fact, it simplifies quite a bit if you do it in spherical coordinates.
事实上用球坐标,简化了式子。 - 11、
And, now we have to learn about spherical coordinates, which you will see are a lot of fun.
今天我们来学习下球坐标,这是个很有意思的东西。 - 12、
So, if you are asked to find the average distance from the origin, spherical coordinates can be interesting.
如果你想求到中心的平均距离,球坐标还是不错的。 - 13、
And, you switch it into spherical coordinates.
将这个方程转换到球坐标形式。 - 14、
spherical coordinates are a way of describing points in space in terms of three variables.
球坐标是一种用三个变量,表示空间中点的位置的方法。 - 15、
But let's do it in spherical coordinates because that's the topic of today.
但我们用球坐标来做,因为这才是今天的主题。 - 16、
There we want to think a tiny bit about spherical coordinates again.
我们需要再次考虑球坐标。 - 17、
But since spherical coordinates we have actually learned about something much more interesting, namely spherical coordinates.
但我们已经学习了更有意思的东西,即球坐标。 - 18、
Well, spherical coordinates become appealing because the function you are averaging is just rho while in other coordinate systems it's a more complicated function.
球坐标是很有吸引力的,因为平均距离就是坐标ρ的均值,在其他坐标系中看,函数就很复杂了。 - 19、
Now, it is OK to think of them as spherical coordinates, but I would like to encourage you not to think of them as spherical coordinates.
那么现在可以在球坐标上考虑了,但是我希望大家,不要把它们看做球坐标。 - 20、
Ballistic Missile Tracking Algorithm with Anti-Jamming Capability in spherical coordinates
球坐标系下具有抗干扰能力的弹道导弹跟踪算法 - 21、
So now we're going to triple integrals in spherical coordinates.
现在,在球坐标中进行三重积分。 - 22、
OK, let's see, who had seen spherical coordinates before just to see?
我看看,谁曾经学过球坐标么? - 23、
One is applicable to the rectangular coordinates, and the other to the spherical coordinates.
其中一个适用于直角坐标,一个适用于球面坐标。 - 24、
And this guy rho, well, it is not the same rho as in spherical coordinates because physicists somehow pretended they used that letter first.
这个ρ,不同于极坐标系中的ρ,物理学家宣称,是他们先引入这个符号的。 - 25、
And, the surface element on a sphere, so, see, it's very closely related to the volume element of spherical coordinates except you don't have a rho anymore.
对于一个球体上的面积元,如果没有ρ的话,它看起来和体积元非常相似。 - 26、
And now, we're going to try to find the volume of that spherical cap again but using spherical coordinates instead.
现在来求下被切出的球冠的体积,我们用球坐标来求。 - 27、
Be compared with Modified spherical coordinates tracking and Extend Kalman filter, it is proved to be high performance.
并且通过仿真实验与目前红外目标跟踪时使用的MSC修正球面坐标目标跟踪和扩展Kalman滤波(EKF)的性能进行了比较; - 28、
By using the primitive equations of motion in spherical coordinates, free oscillations of the atmosphere are discussed.
利用球坐标中的原始运动方程组,讨论了大气的自由振动问题。 - 29、
This method is applied to a manipulator with spherical coordinates.
并将此方法应用到三自由度球坐标机械手上。 - 30、
The interesting pattern characteristics of electromagnetic ( EM) missiles in spherical coordinates is investigated for the first time.
首次在球坐标系统下研究了电磁导弹有趣的波瓣特性。研究表明:当天线口径、距离一定时,电磁导弹的波瓣随波形参量减小而变窄;

