Question about computational chemistry and student learning

Submitted by Joanne Stewart / Hope College on Wed, 02/06/2013 - 09:30

Dear VIPEr friends,

I am teaching an advanced undergraduate group theory, molecular orbital theory, computational chemistry course this semester and having a ball. My question has to do with what we expect students to learn (what will they know and be able to do) when doing computational chemistry. I'm looking for answers beyond the obvious: learning the mechanics of setting up and visualizing the results of a calculation.

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Need some molecules calculated?

Submitted by Lori Watson / Earlham College on Thu, 06/17/2010 - 08:23
Do you have some molecules you'd like to have some calculations on?  I've got three research students with me this summer who I know would love to help!  We mostly use density functional theory to calculate things like geometry, transition states, reaction energies, molecular orbitals, etc.  If you have an inorganic (no more than 2 metals) system (or even an organic one) you'd like calculated, let me know!
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Sources for tested computational chemistry student exercises?

Submitted by Lori Watson / Earlham College on Fri, 10/10/2008 - 13:52
Does anyone have some good sources for tested computational chemistry student exercises for inorganic chemistry?  I know there are some good examples at the CCCE site: http://www.computationalscience.org/ccce/about/labs/labs.php and also some using WebMO at http://www.webmo.net/curriculum/index.html but most of these use organic reactions or structures as examples.  I also notice that there's a couple examples on this site of computational extensions of some oft
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MO diagrams for NO and CO

Submitted by Nancy Williams / Scripps College, Pitzer College, Claremont McKenna College on Thu, 09/25/2008 - 19:12

OK, so we all love the homonuclear diatomics, and how the 2p sigma is *below* the 2p pi for O2 and F2, almost equal at N2, and above 2p pi for C2, B2, etc.

 CO looks a lot like N2, but it's asymmetric...the 2p sigma is the HOMO. Disturbingly, the gap seems to be *larger* than in N2...why is that?!? Being isoelectronic, it seems like it should be about the same, but there should be *more* contribution from the oxygen orbitals in the *bonding* orbitals since O is more electronegative than C.

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