Find the root mean square of a nitrogen molecule at 0 degrees celsius.

求0摄氏度下氮分子的均方根速度。

You want to have some basic programming skills, but then you're going to dive into key concepts like reward modeling, supervised fine-tuning, mixture of experts layers, RMS, norm, rope, KV caching and more.

你需掌握一些基础程技能，随后深入研奖励建模、监督微调、专家层混合、均方根归一化、旋转位置码、KV缓存等关键概念。

And the root mean square speed is slightly to the right of that.

和均方根速度 这个右边有。

We plug all of those values in here and then we would find the root mean square of nitrogen.

我们将所有这些数值代入此处，然后便可求得氮气的均方根值。

What is the root mean square of a nitrogen molecule at 0 degrees celsius?

在0摄氏度时，氮分子的均方根速度是多少？

Hence the name: root mean square.

均方根。

This is going to be the root mean square, which is going to be the average velocity of all of those molecules.

这将是所有这些分子的平均速度，也就是均方根。

The square root of the average squared velocity is what we call the root mean square speed.

速率平方的平方根 就是我们所说的均方根速度。

So here is the root mean square.

所以这里就是均方根。

Today, you learned about the kinetic theory of gases, and how to calculate the root mean square speed.

今天，我们了解了气体的动力学理论， 以及我们何计算均方根速度。

And that variable is the root-mean-squared, or RMS value, of current.

该变量 是电流的均方根或 RMS 值。

The largest value, most probable velocity, but to the right side of that we are going to have what is called the root mean square velocity.

最大的值， 即最可能的速度，而在其右侧， 我们将遇到所谓的均方根速度。