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Topic: learning the basics of quantum mechanics  (Read 5990 times)

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Offline plu

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learning the basics of quantum mechanics
« on: February 23, 2006, 12:53:29 PM »
Hello,
I'm interesting in learning the basics of quantum mechanics (i.e. Bohr model of the atom, particle in a box stuff, basics of the Shrodinger equation, simple calculations involving these concepts, sketching basic wavefunctions, etc.) but I've been having trouble finding good resources that are understandable to the non-physical chemistry expert.  Any suggestions?  Thanks!

plu

Offline gregpawin

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Re:learning the basics of quantum mechanics
« Reply #1 on: February 25, 2006, 11:32:41 PM »
I would recommend HyperPhysics.  They have a great website:

http://hyperphysics.phy-astr.gsu.edu/hbase/hph.html

Just click on quantum physics.
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Offline Mitch

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Re:learning the basics of quantum mechanics
« Reply #2 on: February 25, 2006, 11:59:17 PM »
What level of education are you at? It would be difficult to solve the Shrodinger equation without knowing differential equations.
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Offline pantone159

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Re:learning the basics of quantum mechanics
« Reply #3 on: February 26, 2006, 03:33:25 AM »
The particle-in-a-box is pretty much the simplest case of the Schroedinger equation, and pretty much the place to start with for any actual equation solving.  Unfortunately, I can't point to any specific basic book, my library kind of has this stuff spread out amongst many different books, and none of them are good introductory texts.  It is a partial differential equation, although when you consider one dimensional particle-in-box cases, that is basically an ordinary differential equation.  A lot of the work is in getting the boundary conditions right.

Once you start looking at realistic systems (e.g. the hydrogen atom), it gets a lot more complicated pretty quick.

As far as the Bohr model goes, you should know that Bohr cheated.  His model is more or less bogus.  It DID give the right energy levels for hydrogen, and as one of the first serious quantum mechanical models, it has considerable historical importance.  (People had  to treat the crazy quantum ideas seriously when somebody calculated the hydrogen energy levels.)  It is also mathematically easy.  You hear about it a lot for those reasons, but don't be fooled into believing it too much.



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