Mar 26, 2011 #1 Gavroy Messages 232 Reaction score 0 hi i am just doing some quantum mechanics. unfortunately, i have spent the last 2 hours on one single step, which i do not understand at all. i don't get it, how you get from (19) to (20) in the attached file? could somebody explain this to me? Attachments Datei.pdf Datei.pdf 585.9 KB · Views: 297
hi i am just doing some quantum mechanics. unfortunately, i have spent the last 2 hours on one single step, which i do not understand at all. i don't get it, how you get from (19) to (20) in the attached file? could somebody explain this to me?
Mar 26, 2011 #2 jtbell Staff Emeritus Science Advisor Homework Helper Messages 16,023 Reaction score 7,590 It might help people in deciding whether to download the PDF, to know that your question is about a fairly advanced topic: calculating the van der Waals forces between two hydrogen atoms in the ground state. (Unfortunately I can't help.)
It might help people in deciding whether to download the PDF, to know that your question is about a fairly advanced topic: calculating the van der Waals forces between two hydrogen atoms in the ground state. (Unfortunately I can't help.)
Mar 26, 2011 #3 Bill_K Science Advisor Insights Author Messages 4,158 Reaction score 207 Isn't it just straightforward? If there's something subtle, I'm missing it too. Σi |<Bi|Q|A>|2 = Σi <A|Q| Bi><Bi|Q|A> Completeness says Σi |Bi><Bi| = I so the result is <A|Q2|A>
Isn't it just straightforward? If there's something subtle, I'm missing it too. Σi |<Bi|Q|A>|2 = Σi <A|Q| Bi><Bi|Q|A> Completeness says Σi |Bi><Bi| = I so the result is <A|Q2|A>
Mar 26, 2011 #5 Gavroy Messages 232 Reaction score 0 sorry, I overlooked something: Bill_K said: Σi |<Bi|Q|A>|2 = Σi <A|Q| Bi><Bi|Q|A> could you explain this relation to me? Last edited: Mar 26, 2011
sorry, I overlooked something: Bill_K said: Σi |<Bi|Q|A>|2 = Σi <A|Q| Bi><Bi|Q|A> could you explain this relation to me?
Mar 26, 2011 #6 dextercioby Science Advisor Insights Author Messages 13,394 Reaction score 4,060 Well, you know that in algebra z z^{*} = |z|^2, right ? Now pick z= \langle A|Q|B_i\rangle.