Sources to study computational materials science

In summary, the individual is looking for a source to self-study computational materials science in their spare time while doing an internship. They mention taking a course but want to learn earlier and cannot find study materials. It is suggested to do a Google search, where the top hit is a journal called Computational Materials Science, and to contact the professor or department for further references.
  • #1
planck999
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Can you recommend me a source to self study computational materials science? I am currently doing an internship and want to study in my spare time for materials science. I will take a course named computational methods in materials science but I want to learn it earlier than that but I can't find any study materials for it. I know c programming and currently working on python.
 
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  • #3
berkeman said:
Others can give you better advice on the best sources, but when I did a Google search on computational materials science the top hit was to a journal:

https://www.sciencedirect.com/journal/computational-materials-science

Do you have access to that journal through your university or internship? :smile:
Yes I have. Thanks. Since I am still an undergrad, I don't have experience on reading journal but I will give it a try.
 
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  • #4
planck999 said:
will take a course named computational methods in materials science but I want to learn it earlier than that but I can't find any study materials for it.
Why don't you contact the professor (or professors) who will be teaching it or who have taught it for references? If no professor is listed, ask the department secretary <ETA: for names of professors>.
 
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FAQ: Sources to study computational materials science

What are the best textbooks for learning computational materials science?

Some of the best textbooks for learning computational materials science include "Introduction to Computational Materials Science: Fundamentals to Applications" by Richard LeSar, "Computational Materials Science: An Introduction" by June Gunn Lee, and "Materials Modelling Using Density Functional Theory: Properties and Predictions" by Feliciano Giustino. These books cover a range of topics from basic principles to advanced applications.

Which software tools are commonly used in computational materials science?

Commonly used software tools in computational materials science include VASP (Vienna Ab initio Simulation Package), Quantum ESPRESSO, LAMMPS (Large-scale Atomic/Molecular Massively Parallel Simulator), and GROMACS. These tools are used for various types of simulations such as density functional theory (DFT), molecular dynamics (MD), and Monte Carlo simulations.

What are some good online courses or MOOCs for computational materials science?

There are several online courses and MOOCs available for learning computational materials science. Some notable ones include "Computational Materials Science" on Coursera by the University of Illinois, "Introduction to Computational Materials Science" on edX by MIT, and various courses on platforms like Udacity and FutureLearn. These courses often provide a mix of theoretical background and practical hands-on experience with software tools.

How important is programming knowledge in computational materials science?

Programming knowledge is very important in computational materials science. Proficiency in languages such as Python, C++, and Fortran can be crucial for developing custom simulations, analyzing data, and automating workflows. Many software tools also require scripting for advanced usage, making programming skills highly valuable in this field.

What are some key research papers or review articles to read in computational materials science?

Key research papers and review articles in computational materials science include "Density-functional thermochemistry. III. The role of exact exchange" by Becke (1993), "Car-Parrinello molecular dynamics" by Car and Parrinello (1985), and "Materials by design: Merging computational and experimental efforts" by Curtarolo et al. (2013). These papers provide foundational knowledge and insights into the development and application of computational methods in materials science.

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