Homework 11 Solutions - Quantum Mechanics I | PHY 389K, Assignments of Quantum Mechanics

Download Homework 11 Solutions - Quantum Mechanics I | PHY 389K and more Assignments Quantum Mechanics in PDF only on Docsity! peel Plus 34 K HW tl U | Io | Ge wm Wie omnebtarunters nadta om eli of 19117106 He action of He peardinw su an He angler montatenn hess adeders 4 m> uM geen wot dud protf Lt nad tyyonevrcol am tear of Moce vsdvow of 4 ' By Be al, ar Qh at He We Mid - Gohan Heaven ‘yz é 3 6) te caloutade Here fornceelar Cruel clade the recluctel maw tAtentnds <a eNg? te Ue coefficieuds C,, 4, ag 6) The bese queedaon 4, m> ane aloferrcel te be aptly of TJ. Cm ya ; obaeas Me phave of Heat aturvteors Anch “Hat cis of He User fametrans Cy ey a) cont A Layperncel vy terven of He offers, Uf apie auaranes ar 40 are Hes athodigen am Lepana of ue Kf eg> ge) Une He “alfa nin G @,= @, (ye42a) to adden projtics of he Ce 4 abide thewtuAs 34 ar 4>, 2. A rotator in a constant magnetic field By experiences a perturbation aJg. Using first order perturbation theory calculate the energy eigen- values and eigenvectors. 3. Consider the Hamiltonian A = H+ 8 where HO) = £ 41 4G* and 8’ = AQ. Calculate the energy eigenvalues EY and BE te Fest" and second-order of perturbation the- ory, Tespectively.