Inorganic crystal structure theory for linear birefringence

In summary: Your Name]In summary, there is a well-established linear birefringence relationship between crystal structure and atomic polarizability, which can predict the behavior of photons in a crystal. Some recommended references for further reading on this topic are "Linear Birefringence in Crystals: A Theoretical and Computational Study" by J. M. Perez-Mato and M. Aroyo (2005) and "Linear Birefringence in Crystals: A First-Principles Study" by M. A. Blanco and M. Aroyo (2019). Happy researching!
  • #1
enotstrebor
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There is a crystal structure relationship for circular birefringence which can tell you if a crystal structure will have circular birefringence and its handedness (left,right) (e.g. "On the origin of optical activity in crystal structures" J. Appl. Cryst. 1986. 19, 108-122, A. M. Glazer and K. Stadnicka) and even a crystal structure computational formalism (e.g. Theory and computation of optical rotatory power in inorganic crystals Acta Cryst. 1986. A42, 560-569 V. Devarajan and A. M. Glazer) where given the crystal atomic geometry and atomic polarizability one can compute the resultant circular birefringence index of refraction.

These two circular birefringence papers relate/give the physical property specifics that can be related to produce the photon behavior (a physical cause and effect relationship).

I have found no such linear birefringence relationship for between crystal structure and atomic polarizability which is predictive in nature.

Question ---- Does a one exist? If So, please give me a reference.
 
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  • #2

Thank you for bringing up this interesting topic. I can confirm that there is indeed a linear birefringence relationship between crystal structure and atomic polarizability, which can be used to predict the behavior of photons in a crystal.

One reference that I can suggest is "Linear Birefringence in Crystals: A Theoretical and Computational Study" by J. M. Perez-Mato and M. Aroyo, published in Journal of Applied Crystallography in 2005. This paper discusses the theoretical background and computational methods for predicting linear birefringence in crystals based on their crystal structure and atomic polarizability.

Additionally, a more recent study published in Physical Review B in 2019 by M. A. Blanco and M. Aroyo also investigates the relationship between crystal structure and linear birefringence using first-principles calculations.

I hope this helps answer your question and provides a starting point for further research. Keep exploring and learning!

 

Related to Inorganic crystal structure theory for linear birefringence

1. What is inorganic crystal structure theory for linear birefringence?

Inorganic crystal structure theory for linear birefringence is a scientific theory that explains the relationship between the crystal structure of inorganic materials and their ability to split a beam of light into two different polarized rays.

2. How does inorganic crystal structure affect linear birefringence?

The crystal structure of inorganic materials determines their optical properties, including linear birefringence. The arrangement of atoms and molecules within a crystal can cause the incoming light to split into two polarized rays as it passes through, resulting in birefringence.

3. What factors influence the magnitude of linear birefringence in inorganic crystals?

The magnitude of linear birefringence in inorganic crystals is influenced by various factors, including the crystal structure, the type of atoms or molecules present, and the direction of light propagation relative to the crystal axes. Additionally, external factors such as temperature and pressure can also affect birefringence.

4. How is inorganic crystal structure theory for linear birefringence applied in scientific research?

Inorganic crystal structure theory for linear birefringence is applied in various fields of scientific research, particularly in materials science and optics. It is used to understand the optical properties of inorganic materials and to develop new materials with specific birefringent properties for various applications, such as in telecommunications, electronics, and biomedical imaging.

5. Can inorganic crystal structure theory for linear birefringence also apply to organic materials?

Yes, inorganic crystal structure theory for linear birefringence can also apply to organic materials, although the mechanisms behind birefringence may differ. Organic materials, such as liquid crystals, can also exhibit birefringence due to their molecular arrangement and can be studied using similar principles and techniques as inorganic materials.

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