We said that's the 1 s orbital.
我们说它是1s轨道。
OK. So we can have this orbital here.
．OK，所以我们有这个轨道。
Orbital tumor is seldom heard of.
眼窝瘤是很少听到的。
What, in this case, would be our orbital?
在这种情况下轨道是什么？
It is not dependent on the actual orbital.
它不依赖于轨道。
WIDE ANGLE: Space Food and Orbital dining.
更广阔的视角：太空食品和轨道空间会餐。
轨道空间站OSS ？
So this is what we call our molecular orbital.
这就是我们所说的分子轨道。
And how many nodes do you see in the 3 s orbital?
那3s轨道有多少个节点呢？
So, let's start our discussion of a bonding orbital.
让我们开始来讨论成键轨道。
And we call that, for this case, our sigma 2 s orbital.
对于这种情况，我们可以叫它sigma2s轨道。
So we can also look at this in terms of the 3 s orbital.
我们可以同样的来看下3s轨道。
So for a 2 s orbital, how many total nodes will we have?
对于2s轨道，有多少个节点？
What is the orbital period of the sandwich after the throw?
被扔的三明治的，轨道周期是多少？
So we expect to see two nodes right here in the 3 s orbital.
所以在3s轨道中我们预计能看到两个节点。
And yet, we know that the shape of the s orbital is spherical.
并且，我们知道S轨道是球状的。
Body organ disease, may show symptoms of orbital disease.
全身器官的疾病，都有可能表现出眼窝疾病的症状。
Her orbital speed must be a few hundred meters per second.
其轨道速度一定是在每秒几百米。
To pin down the size of an orbital, we take a contour surface.
为束缚住轨道的大小，我们取一等值面。
At this time a new stage of orbital station creation was begun.
在这个时期，新一阶段的轨道空间站开始建造。
So we say if n increases, the orbital size is also going to increase.
轨道的尺寸，也增大了。
The orbital space plane promises to be much safer than the shuttle.
轨道太空飞机应该较太空梭来得安全。
There are much more kinds of the orbital tumors, therapy is complex.
眼眶肿瘤种类繁多，治疗复杂。
You can visualize it revolving around the sun in a predictable orbital pattern.
你可以想象它按照可预测的轨道围绕太阳旋转。
The orbital phase of our mission will be like staging two flybys per day.
轨道阶段的任务将是两个像分期再次对准每天。
It's the first of three planned orbital excursions for the Discovery crew.
发现号的人在这三轨道规划的第一个轨道上行走。
Remember, we need those three quantum Numbers to completely describe the orbital.
要知道，我们需要三个量子数，才能完全描述一个轨道。
Remember, we need those three quantum Numbers to completely describe the orbital.
要知道，我们需要三个量子数，才能完全描述一个轨道。
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