Why is the wavelength in a crystal assumed to be the same as outside?

In summary, diffraction in crystals is a phenomenon where light or other electromagnetic radiation is scattered or bent as it passes through a crystal lattice. This occurs due to the regular arrangement of atoms in the crystal, which causes the radiation to interfere with each other and create a diffraction pattern. It occurs due to the regular spacing of atoms in the crystal lattice, and two common techniques used to study it are X-ray diffraction and electron diffraction. Applications of diffraction in crystals include materials science, pharmaceuticals, geology, and crystallography. The Bragg equation, proposed by William Henry Bragg and his son, is a mathematical formula used to calculate the distance between planes of atoms in a crystal and is essential for understanding and interpreting
  • #1
Lojzek
249
1
I read an introductory text about diffraction of X-rays in crystals and I am not sure why the wavelength in the crystal is assumed to be identical to the wavelength outside the crystal. I think that the speed of electromagnetic waves can depend on the type of matter, so wavelenghts can be different.
Can someone explain this?
 
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  • #2
I guess they approximate the index of refraction to be 1. I think for most materials at x-ray wavelengths it is a good approximation.
 

Related to Why is the wavelength in a crystal assumed to be the same as outside?

What is diffraction in crystals?

Diffraction in crystals is a phenomenon where light or other electromagnetic radiation is scattered or bent as it passes through a crystal lattice. This occurs due to the regular arrangement of atoms in the crystal, which causes the radiation to interfere with each other and create a diffraction pattern.

How does diffraction in crystals occur?

Diffraction in crystals occurs due to the regular spacing of atoms in the crystal lattice. When light or other electromagnetic radiation passes through the crystal, it interacts with the atoms and causes them to oscillate. These oscillations interfere with each other and produce a diffraction pattern.

What is the difference between X-ray diffraction and electron diffraction in crystals?

X-ray diffraction and electron diffraction are both techniques used to study the crystal structure of materials. The main difference is the type of radiation used. X-ray diffraction uses X-rays, while electron diffraction uses a beam of electrons. X-rays have a longer wavelength and lower energy compared to electrons, which allows them to penetrate deeper into the crystal and provide information about the overall structure. Electrons, on the other hand, have a shorter wavelength and higher energy, which makes them better for studying smaller details and defects in the crystal lattice.

What are some applications of diffraction in crystals?

Diffraction in crystals has many applications in various fields. It is commonly used in materials science to determine the crystal structure of materials, which is crucial for understanding their properties and behavior. It is also used in the pharmaceutical industry to study the structure of drugs and their interactions with other molecules. In addition, diffraction in crystals is used in geology to identify and study minerals, and in the field of crystallography to determine the atomic structure of proteins and other biomolecules.

What is the Bragg equation and how is it related to diffraction in crystals?

The Bragg equation is a mathematical formula that relates the wavelength of radiation to the angle of diffraction and the spacing of the crystal lattice. It is used to calculate the distance between planes of atoms in a crystal, which is essential for determining the crystal structure. This equation was proposed by William Henry Bragg and his son William Lawrence Bragg, who won the Nobel Prize in Physics in 1915 for their work on X-ray diffraction. The Bragg equation is fundamental to understanding and interpreting diffraction patterns in crystals.

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