But we do have an interpretation for wave function squared.

但波函数的平方我们有一个解释。

youdao

So if we're talking about probability density that's the wave function squared.

如果我们要讨论概率密度，这是波函数的平方。

youdao

So the probability again, that's just the orbital squared, the wave function squared.

同样，概率密度，这就是轨道的平方，波函数的平方。

youdao

The highest probability now is going to be along the x-axis, so that means we're going to have a positive wave function every place where x is positive.

概率最高的地方是沿着ｘ轴，这意味着只要在ｘ,大于零的地方波函数都是正的。

麻省理工公开课 - 化学原理课程节选

So, we're talking about wave functions and we know that means orbitals, but this is -- probably the better way to think about is the physical interpretation of the wave function.

我们讨论波函数而且,我们知道它代表着轨道，但-也许更好的思考方法是,考虑波函数的物理意义。

麻省理工公开课 - 化学原理课程节选

And what here is just a graph of the 1 s wave function going across some radius defined this way, and you can see that the probability - well, this is the wave function, so we would have to square it and think about the probability.

这里是,1s波函数,沿这个方向的图，你们可以看到概率,这是波函数，所以我们可以把它平方,并想成是概率。

麻省理工公开课 - 化学原理课程节选

The only way the Hartle-Hawking wave function can explain an expanding universe with a reasonable probability is if the many-worlds picture is the right one.

ECONOMIST: The universe, it appears, may not be alone

Though nobody is quite certain, it looks as though the Hartle-Hawking wave function may behave rather like Dr Page's model.

ECONOMIST: The universe, it appears, may not be alone