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Published by: mike 2010-03-17
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  • Calculating the elctron density distribution during a Monte Carlo simulation


  • Hello, Le Loupe Yes. Monte Carlo method can be used to calculate electron density. Kindly let me know if that answers your question. There is an art and skill of searching and answering and there is also art of asking, art of formulating the question so that researcher can estimate where you are and what you are after. Only based on that s/he may decide how to research the question. Here are few question which would help to see if I can help: 1) Tell us what you know. Your question deals with QM - a complex subject. Do you want answer on level of an interested laymen, college student, PhD,..? 2) What is your goal? Is this to settle a bet, just curious, do you want to calculate something? If so what are your resources? A calculator, PC ? 3) How much time you want to give this? Is it a project, do you want a textbook, an on-line tutorial, latest review article from the Review of Modern physics, a monograph..? 4) Do you have a particular system on mind? Density in an isolated atom, or a molecule, - if so which one? Or do you want to know what is it good for, does it work, comparison to other methods? 5) Is a reference enough, are you looking for an essay, website or a book?
  • Physics Laboratory Homepage::
    Mar 2, 2010 The Physics Laboratory is one of the major operating units of the National Institute of Standards and Technology (NIST).
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    Physics in the Yahoo! Directory::
    Learn about physics, the science of matter and energy. Sites address the major subdisciplines and topics in physics: mechanics, magnetism, light and optics,
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  • 1. I am a post doc, using Qunatum Monte Carlo simulations. 2. How do you get the single electron densities from the probabilities during the simulation. Let's make an example: We have two electrons, and a configuration during the walk is given by Xi(1),Xi(2) and we simulate i=1...m walks. The probability for the acceptance of this configuration is given by pi(1,2). What is p(X1)? My guess it would be p(X(1))=1/m * sum_i=1..m pi(X(1),Xi(2)) Is that correct?


  • Well, yes. That is much better question. How would this rate as an answer? I would say yes. However, it is a good practice to get some references to confirm everything, so let's look if other people are doing it this way: Here is a paper which shows contours of the electron density http://www.cr.org/publications/MSM2001/pdf/356.pdf but they do not give formula used. Here is paragraph from a thesis which confirms your guess: In this URL http://owen.sj.ca.us/rkowen/rkowen/qmc/pages/toc.html you click on 5.2.8. 8.3 - Lithium One-Electron Densities to get slide 82 with formula - same as yours, nicely written. You may want to check http://plato.phy.ohiou.edu/~drabold/nato/node12.html for computational/convergence considerations. Ideally, you are using some universal code, such as CASINO, which all such mundane formulas already programed in, such as http://www.tcm.phy.cam.ac.uk/~jrt32/QMCgroup/qmc.html but you probably do. SEARCH TERMS QMC electron-density -functional (-functional is there to exclude DF papers) good luck hedgie
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