Inorganic crystal structure theory for linear birefringenc

In summary, there is currently no known linear birefringence relationship between crystal structure and atomic polarizability that is predictive in nature. While research in this area is ongoing, there are studies and theories that can help explain and understand the behavior of circular birefringence in crystals.
  • #1
enotstrebor
120
1
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 papers relate/give the physical property specifics that can be related to the 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?
 
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  • #2


I can confirm that there is currently no known linear birefringence relationship between crystal structure and atomic polarizability that is predictive in nature. While there are numerous studies and theories exploring the relationship between crystal structure and linear birefringence, there is no definitive formula or model that can accurately predict the birefringence behavior of a crystal based solely on its atomic geometry and polarizability.

However, this does not mean that such a relationship does not exist. Research in this area is ongoing and it is possible that in the future, a more comprehensive understanding of the physical properties and interactions within crystals may lead to the development of a predictive linear birefringence relationship. Until then, the studies and models mentioned in your forum post can provide valuable insights and understanding of the behavior of circular birefringence in crystal structures.
 

Related to Inorganic crystal structure theory for linear birefringenc

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

Inorganic crystal structure theory for linear birefringence is a branch of materials science that focuses on the study of the atomic and molecular arrangements in inorganic crystals and their effects on the birefringence of light passing through them. Birefringence is the property of a material to split a light beam into two beams with different refractive indices.

2. How is linear birefringence measured?

Linear birefringence is typically measured using a polarized light source, such as a polarized microscope or a polarimeter. The crystal is placed between crossed polarizers and the amount of light that passes through is measured. The difference in the refractive indices of the two beams is a direct measure of the linear birefringence of the crystal.

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

The linear birefringence of inorganic crystals is influenced by several factors, including the crystal structure, the orientation of the crystal, and the chemical composition of the crystal. The atomic and molecular arrangements in the crystal lattice can affect the refractive indices of the crystal, resulting in birefringence.

4. How is inorganic crystal structure theory for linear birefringence used in practical applications?

Inorganic crystal structure theory for linear birefringence has a wide range of practical applications, including in the study of mineralogy, geology, and material sciences. It is also used in the development of optical devices, such as polarizing filters and liquid crystal displays.

5. What are the limitations of inorganic crystal structure theory for linear birefringence?

While inorganic crystal structure theory for linear birefringence is a valuable tool for understanding the properties of inorganic crystals, it has some limitations. One limitation is that it does not take into account the effects of defects or impurities in the crystal, which can also affect the birefringence. Additionally, the theory does not apply to all types of crystals, such as amorphous or organic crystals.

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