De Broglie, 1924, in his PhD thesis says, if an electron has wave-like properties, this would be its wavelength.

1924年德布罗意在他的博士毕业论文中说道，如果一个电子具有类似波的性质，这就是它的波长。

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And so it has reference value for the teaching of DE Broglie hypothesis and DE Broglie wave.

对于德布罗意假设和德布罗意波的教学具有参考价值。

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The wave function of free particle has been inferred from L. De Broglie formula in the book Quantum Mechanics (written by Liang Shaorong etc. ). The inference is wrong.

指出梁绍荣等编的《量子力学》一书中，用德布罗意公式推导出自由粒子的波函数的错误。

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What he did was took de Broglie motion of the electron as a wave and developed a wave equation for such matter waves.

他所做的就是,用电子的德布罗意运动,作为波并且对于那种物质波,给出波动方程。

麻省理工公开课 - 固态化学导论课程节选

So this validates de Broglie and it also validates the whole concept of wave-particle duality.

这就证实了德布罗意的观点,也证实了,波粒二象性的原理。

麻省理工公开课 - 固态化学导论课程节选

But let's just try maybe one of the basic questions they could ask, and they can say, all right, de Broglie, so you say that all matter, absolutely all matter has wave-like behavior.

让我们试一试他们,可能问到的一个基础问题，他们会说，好的，德布罗意，你说所有的物质，所有物质绝对会有波的特性。

麻省理工公开课 - 化学原理课程节选