Mathematical and Materials Science

In summary, the conversation discusses interests in materials science and crystallography, specifically the future applications and potential materials that can be made through studying crystal growth. The individual is seeking references, help, and websites for their research. The Community Grid is mentioned as a source for modeling materials for the Green Energy Project, and other potential sources such as universities' material science and solid state physics departments are suggested. The conversation also touches on the design of amorphous metals and the current applications of crystal growth in optoelectronics and nanostructures.
  • #1
stanford1463
44
0
Ok I feel this is the best place to place this subject. Well, I have been interested in materials science and crystallography lately, especially the future applications of this. What are some future materials we could make from studying crystal growth? How could we go about accomplishing this? What are the steps involved in mathematically modeling crystal growth, and then developing a high-tech material based on that? Any references, help, websites, is appreciated! Thanks!
 
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  • #2
Hi, not really my area but i know the Community Grid are involved in modelling materials for the Green Energy Project. This may be of some interest.


http://cleanenergy.harvard.edu/
 
  • #3
alright thanks, any others?
Bumpppppppppp
 
  • #4
I think your question is too broad...how about narrowing it down a bit such as

what applications? clean energy, biotech, electronics, transportation...?

what classes of materials? polymers, ceramics, semiconductors etc...?

you could search through different universities' websites for their material science departments, or their solid state physics departments, or chemistry departments. Usually they will list the research projects they are working on and you can see which involve developing new materials and for what applications.
 
  • #5
A popular research area is the design of amorphous metals, where you want to avoid crystal growth (and this requires a deep understanding of crystal formation and crystallography). Amorphous metals have a relatively high strength because of their lack of well-defined slip systems.
 
  • #6
Epitaxial growth of semiconductors is probably the largest application of crystal growth currently. This is especially true in optoelectronics (semiconductor laser, high efficiency solar cells, etc.). Nanostructure growth also encompasses this area. There's also been talk for a few years now of incorporating III-V's with Si for the microelectronics industry (we'll see about that one though =P ).
 

1. What is the difference between mathematical and materials science?

Mathematical science is a branch of science that focuses on the study of mathematical concepts and their applications to various fields. Materials science, on the other hand, is the study of the properties and behavior of different types of materials and how they can be used to create new products or improve existing ones.

2. How does mathematics play a role in materials science?

Mathematics is an essential tool in materials science, as it helps in understanding the complex physical and chemical properties of materials. Mathematical models and equations are used to predict and analyze the behavior of materials, which is crucial in the development of new materials and technologies.

3. What are some common applications of mathematical and materials science?

Some common applications of mathematical and materials science include the development of new materials for construction, healthcare, and transportation, as well as the improvement of existing materials for better performance and durability. These fields also play a significant role in the development of renewable energy sources and nanotechnology.

4. How do researchers use mathematical and materials science to solve real-world problems?

Researchers use mathematical and materials science to solve real-world problems by applying their knowledge and skills to develop new materials and technologies that can address specific issues. They also use mathematical modeling and simulations to test and analyze the behavior of materials in different conditions, which helps in finding solutions to complex problems.

5. What are some emerging areas in the intersection of mathematical and materials science?

Some emerging areas in the intersection of mathematical and materials science include biomaterials, which focuses on developing materials for medical applications, and computational materials science, which uses computer simulations and data analysis to study the behavior of materials. Other areas include smart materials, nanomaterials, and materials for sustainable development.

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