User:Mgibby5/sandbox
This is Mgibby5's sandbox page. Articles under development are stored here until they are ready to be put on Wikipedia. Note: this is not supposed to be that organized, only enough so that I know what I was doing when I come back.
Articles I am thinking about writing
[edit]- Pauli repulsion
- Apparently this book: http://www.amazon.com/Modern-Physics-James-William-Rohlf/dp/0471572705 has a good section on it.
- This is good: http://hyperphysics.phy-astr.gsu.edu/hbase/molecule/paulirep.html
- This is also good: https://www.eng.fsu.edu/~dommelen/quantum/style_a/pr.html
- it is mentioned in many articles on wikipedia already, but not really delved into.
- Pauli exclusion principle has some nice references and discussion. Does this really need its own article?
- Re-write grain boundary segregation portions of this article. Segregation in materials
- It seems to be taken from another paper or something...
- The concept of short range order in materials science
- This might deserve its own page... Need to think what to put in it.
- Common Ownership Self-Assessed Tax
- Need to find good primary sources for this outside of Radical Markets.
- Liberal Radicalism
- Mostly draw from the Buterin paper.
Smaller To-Do list
[edit]- Add a section on susceptibilities to the correlation function page
- Link the susceptibility page to the correlation function page
- Link the magnetic and electric susceptibility pages to the correlation function pages
- Link the linear response theory page to correlation function page
- Put a figure into the Vegard's law page
Connecting Correlation Functions with response and dissipation
[edit]- This will be finished later*
Static Susceptibilities are proportional to equal-time correlation functions
[edit]Dissipation and correlations are proportional in frequency-space
[edit]The Fluctuation-dissipation theorem states that the Fourier transform of the correlation function for a frequency, is linearly proportional to the amount dissipated by the system driven at that frequency.[1]
Susceptibility: Linear Response Theory
[edit]A Susceptibility is defined by how a system 'yields' or 'gives in' to a perturbation. For example, in Magnetism, the Magnetic susceptibility quantifies how the system's magnetization changes in response to a magnetic field; systems with large magnetic susceptibilities exhibit large changes in magnetization per unit applied magnetic field.
outline:
- Linear response
- Dissipation and imaginary parts of susceptibilties
- Static Susceptibility
- The fluctuation-dissipation theorem
- ^ H. B. Callen, T. A. Welton (1951). "Irreversibility and Generalized Noise". Physical Review. 83: 34. Bibcode:1951PhRv...83...34C. doi:10.1103/PhysRev.83.34.