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classes:2009:fall:phys4101.001:q_a_0928 [2009/09/28 16:01] ykclasses:2009:fall:phys4101.001:q_a_0928 [2009/09/30 10:55] (current) myers
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 === Blackbox - 23:49 - 09/27/09 === === Blackbox - 23:49 - 09/27/09 ===
 Yes, I had the same problem when I tried to calculate the expectation value in homework #1 and #3. For example, some of numerical integration can be solved by substituting "x^2" into "t" but some others are not easily done by integration rules. Should we memorize some specific integration results?  Yes, I had the same problem when I tried to calculate the expectation value in homework #1 and #3. For example, some of numerical integration can be solved by substituting "x^2" into "t" but some others are not easily done by integration rules. Should we memorize some specific integration results? 
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 +=== Esquire -10:54 09/30/09 ===
 +Here is a very nice site which discusses just about everything you need to know about the properties of the error function.
 +
 +[[http://functions.wolfram.com/GammaBetaErf/Erf/introductions/ProbabilityIntegrals/05/]]
  
 ==== Daniel Faraday 9/27 11am ==== ==== Daniel Faraday 9/27 11am ====
 Homework Question: on the question that's on the discussion sheet about energy scales in eV, what do we use for the size of the well for the neutron in the nucleus? Homework Question: on the question that's on the discussion sheet about energy scales in eV, what do we use for the size of the well for the neutron in the nucleus?
  
-==Schrodinger's Dog 9/27 2:07am==+===Schrodinger's Dog 9/27 2:07am===
 Well, I would guess the the rest mass of a neutron, but I was wondering what problem you are talking about? I didn't see this in our homework.  Well, I would guess the the rest mass of a neutron, but I was wondering what problem you are talking about? I didn't see this in our homework. 
  
-==Pluto 4ever 9/27 10:31pm==+===Pluto 4ever 9/27 10:31pm===
 If you are referring to the second half of the discussion problem then you just have to use the one half nanometer scale as it says in the problem. If you are referring to the second half of the discussion problem then you just have to use the one half nanometer scale as it says in the problem.
 +
 ====Hydra   9/27 11:00pm ==== ====Hydra   9/27 11:00pm ====
 Can somebody show me why the gaussian wave packet has the minimum uncertainty? It makes sense intuitively, I just want to see quantitatively. Can somebody show me why the gaussian wave packet has the minimum uncertainty? It makes sense intuitively, I just want to see quantitatively.
classes/2009/fall/phys4101.001/q_a_0928.1254171708.txt.gz · Last modified: 2009/09/28 16:01 by yk