tag:blogger.com,1999:blog-8925441284289518212.post4048048224580930869..comments2014-10-26T05:37:17.197+02:00Comments on Computation & Physics: Quantum Harmonic Oscillator: Power series method in MapleBobnoreply@blogger.comBlogger2125tag:blogger.com,1999:blog-8925441284289518212.post-23132067436469648392013-07-24T00:50:17.585+03:002013-07-24T00:50:17.585+03:00Hello Parvez,
First note that the above code is a...Hello Parvez,<br /><br />First note that the above code is a Maple code!<br />Regarding your question, as I understood it, all you have to do to get the general expression, in terms of the nth state, for the probability density is to evaluate the code in box 6.<br /><br />To get the expression for the ground, 1st excited, and 10th excited, or any other state, all you have to do is to feed P with the state in question (e.g; P(0), P(3), P(10), etc...). The resulting expression will be a function of the Hermite and zeta.<br /><br />I hope I've answered your question; if so, or not, please do leave your feedback.<br /><br />all the best.Bobhttps://www.blogger.com/profile/14309778640506797394noreply@blogger.comtag:blogger.com,1999:blog-8925441284289518212.post-3683262714038299442013-07-23T13:42:10.411+03:002013-07-23T13:42:10.411+03:00I am new comer in this subject. I need to generate...I am new comer in this subject. I need to generate probability density function for harmonic oscillator for n=0, 3, and 10. How to use your code? Which software? Many thanks in anticipation. Best regards, Shahid Parvez, Pakistan (rs_parvez@yahoo.com). Anonymousnoreply@blogger.com