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Analysis of an interference effect in a clear solid shows that the wavelength of light in the solid is 329 nm. Knowing this light comes from a He-Ne laser and has a wavelength of 633 nm in air, is the substance zircon or diamond?
1.92
Physics 103
Chapter 27
Wave Optics
Cornell University
Simon Fraser University
Hope College
McMaster University
Lectures
02:51
In physics, wave optics is…
10:02
Interference is a phenomen…
02:07
The light emitted by a hel…
00:59
White light shines on a 75…
04:40
A diamond in air is illumi…
02:22
$\bullet$ The indices of r…
04:31
The indexes of refraction …
02:44
Light from a sodium lamp w…
04:00
A diamond's index of …
00:36
In order to study the stru…
03:10
Refractometry is based on …
01:33
Zircon is sometimes used t…
01:56
A light beam containing re…
02:09
02:24
Calcite crystals contain s…
06:18
Light of wavelength 700 $\…
02:39
Diamond Refraetion Diamond…
00:38
(II) A piece of material, …
01:37
A transparent material is …
02:06
For 589 -nm light, calcula…
07:21
A light wave has a 670 nm …
00:35
The spacing between crysta…
the refractive of the value of Lambda in Ah, in a solid is given we have is a three toed denying Where is the laser? Reverent in air is 06 33. So both are in nanometers. Then the refractive index is written is Ah ah 6 33 Revel in thin air divided by the prevalent in solid, which is Ah, 3 20 mine. Dividing these two numbers gives us 1.92 And when we look in the table, we see the crone has the refractive index off 1.93 So this solid is the crone. So is a crone.
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