[AZCRVESFBsbp]
,
refers to:
[A ]
tomic GS & spectra
[ Z ]
eeman & Paschen-Back
[ C ]
ore levels
[ R ]
otational spectra
[ V ]
ibrational spectra
[ E ]
lectronic states & excitations
[ S ]
pin/few-level systems
[ F ]
ermi-Dirac statistics
[ B ]
lackbody and/or bosons
[ s ]
tructure & diffraction experiments
[ b ]
and states & energies
[ p]
honons
[A E FBs ]
[AZ R SF ]
[AZ V p]
[AZCRV FB p]
[pbs 1,3,4,5 here are expecially stimulating]
[AZ RV FB ]
[A B ]
[A RV F ]
[AZ RV F p]
[pb 3 here is expecially stimulating]
[A CRV F ]
[A CRV F ]
[ Z V SF s ]
[A R SF ]
[pbs 1,2 here are very simple]
[AZ RV S B p]
[A CRV SF ]
[A RV F ]
[AZ RV F sb ]
[AZ RV SF ]
[pb 1 here is very simple]
[A RV FB ]
[A CRV F p]
[A RV FB ]
[A RVESF ]
[A V F s p]
[AZ R F s ]
[A RV SF ]
[pb 1 has some theoretical interest]
[A R S s p]
[AZ V F ]
[pb 4 here is very simple]
[A RV F b ]
[A V F p]
[A CRV b ]
[A V SF ]
[A CRV sb ]
[AZ RV SF ]
[A RV SF s ]
[AZ RV S s p]
[AZ R ES p]
[A RV S p]
[AZ R SF ]
[A CRV S p]
[AZ R F p]
[ Z RV F p]
[AZ RV F sb ]
[AZ V S B ]
[A R F p]
[AZCRV F ]
[pb 3 uses basic special relativity]
[A V SF ]
[A RV F ]
[AZ RV FBs ]
[A RV S p]
[A R F s ]
[A V F s p]
[AZ RV S b ]
[AZ R E p]
[AZ RV SF ]
[AZ RV F ]
[AZ V FB ]
[A RV S s ]
[AZ RV F ]
[A RV F s ]
[AZ RV B p]
[A C V S b ]
[A C V F p]
[A RV F ]
[A RV B b ]
[A V SF ]
[AZ RV SF ]
[A RV S p]
[A V F ]
[A CR S b ]
[A RV F ]
[AZ R S p]
[A RV S s ]
[AZCR s p]
[AZ RV B ]
[AZ VESF ]
[A C V F bp]
[AZ V FB ]
[A R S s p]
[A RV Bsb ]
[pb 4 deals with Bloch oscillations in metals]
[A CRV S B ]
[A RV F s ]
[AZ RV Bs ]
[A C V S p]
[A RV FB b ]
[pb 1 helps clarifying the concepts of kF and work function]
[A VES s ]
[pb 1 requires deriving a nontrivial expression for the magnitude of
the atomic magnetic moment]
[AZ RV F p]
[A R F s ]
[pb 2 requires the evaluation of matrix elements involving 1-electron
atom wavefunctions]
[A RV F s ]
[AZ R E FBs ]
[A CRV SF p]
[pb 4 is a recommended self test of one's statistics skill and
understanding of the role of degeneracy and entropy]
[AZ RV S b ]
[A CRV F p]
[pb 3 provides a broader understanding of the Debye model]
[ RV FB ]
[A CRV FB ]
[pb 2 is quite advanced]
[A RV S p]
[AZ RV F b ]
[AZ RV Bs ]
[A CRV S p]
[A V SFBsb ]
[AZ VE bp]
[A CRV SF s ]
[AZ R SF s ]
[A CR FBsb ]
[AZ ES s p]
[AZ RV F s ]
[A CRV SF sb ]
[A RV Bs ]
[AZ RV S s ]
[A CR F b ]
[AZ V B p]
[AZ RVE F s ]
[A CR B b ]
[A V S s p]
[ RVE FB ]
[A VE FBs ]
[AZ RV F sbp]
[AZ V SF sb ]
[AZ E F sbp]
[A CRV SF b ]
[AZ RV FB b ]
[AZ ES p]
[AZ V SF ]
[A CR bp]
[AZ RV F sb ]
[AZ R SF s p]
[AZ RV S B ]
[AZ VESF b ]
[A CR B p]
[AZ RV F sb ]
[A ESF bp]
[A RV FB ]
[AZ RV s p]
[A CRV SF sb ]
[AZ R SF ]
[A RV FBsb ]
[AZ R S s p]
[A C V F s ]
[AZ RVE p]
[AZ RV F b ]
[A R F sb ]
[ Z R ES b ]
[AZ RV F sb ]
[A C V F p]
[AZ RV B p]
[A VESF s ]
[A CRV F b ]
An online forum is available where students@unimi can discuss difficulties encountered in the solutions of specific problems.
Students@unimi have better be aware of the functioning rules of written tests.
Many thanx to all those who identified&reported bugs in the above solutions!