It's got that fundamental base frequency down here with lots of harmonics up here, but it's just buzzy noise.

它的基本基频在这里，这里有很多谐波，但这只是嗡嗡声。

What of the harmonicsinherent in the act of prophecy?

预言行为中固有的谐波是什么？

Every note has a set of frequencies that comprise its harmonic series.

每个音符有一组频率组成其谐波系列。

Finally, we explained why a pipe with one closed end can’t have even-numbered harmonics.

最后， 我们解释了为什么一端封闭的能有偶数次谐波。

It's called the 2nd harmonic, and the string holds exactly one wavelength.

它被称为二次谐波，它承载 弦是全波长。

Virtually all acoustic instruments produce harmonic series, but each instrument’s shape and material changes the balance of its harmonics.

几乎所有声学乐器产生谐波系列，但每种乐器的形状和材改变其谐波的平衡。

This isn't an analogy either, quantum physicists actually talk about the harmonics of electrons.

这也是类比， 量子物理学家实际上在谈论电子的谐波。

TANA, absorbed in his harmonics, gives no heed, so PARAMORE takes up the receiver.)

塔纳沉浸在他的谐波中， 没有理，所以帕拉莫尔拿起了接收器。

But what we've learned is that there are harmonics of interactionbetween the specific frequencies that cancel out the pain.

但我们了解到，特定频率之间存在相互作用的谐波，可以抵消疼痛。

Together, the fundamental wave and the overtones make up what are known as harmonics.

它们共同构成基本波和泛音 所谓的谐波。

It’s called the 2nd harmonic, and the string holds exactly one wavelength.

它被称为二次谐波， 弦正好保持一个波长。

The number of a harmonic is equal to the number you multiply by the fundamental frequency, to get the harmonic’s frequency.

谐波的数量等于您乘以基频的数量， 得到谐波的频率。

Now what about the frequency of the second harmonic -- the standing wave with 3 nodes and 2 antinodes?

那么二次谐波的频率呢... 具有 3 个节点和两个偏移中心的驻波？

The fundamental is the 1st harmonic, and the overtones are higher-numbered harmonics.

初级是一次谐波，泛音 它们是高编号的旋律。

Listen for the loud and soft, the harmonic, the dissonant, and all the small details that make every sound unique.

聆听声音的响亮和柔和、谐波、和谐音，以及所有让每一个声音独一无二的小细节。

Now, physicists sometimes express harmonics in terms of wavelength.

现在，物理学家有时表达 根据波长的谐波。

Then, the 2nd harmonic will have three antinodes and two nodes, and so on.

那么，二次谐波有3个中心 偏移量，两个结，等等。

And just like a single string producing multiple notes on a guitar, an electron can exist in a number of different harmonics.

就像吉他上一根弦产生多个音符一样，电子可以存在于许多同的谐波中。

Because, remember: the frequency of each harmonic is equal to the number of the harmonic, times the fundamental frequency.

每个谐波的频率等于 谐波数乘以基频。

One day Hubbard and Sanders learned that Bell had abandoned his " harmonic telegraph" and was experimenting with an entirely new idea.

有一天，哈伯德和桑德斯得知贝尔放弃了他的“谐波电报” ，并正在试验一种全新的想法。