CHEM 3520 Exam Information
The EXAM DATES are TENTATIVE. The material coverage is TENTATIVE, and should only serve as a partial preliminary guide. ADDITIONAL MATERIAL AND CHAPTERS MAY BE INCLUDED ON AN EXAM! You are responsible for all material within a chapter and all material discussed in class, unless told otherwise. Details provided in the classroom take precendence!
EXAM 1 - Wednesday, February 14, 2007
A previous year's exam can be downloaded: CHEM 3520 - EXAM 1
Be SURE to know your formulas!!! (For those of you who have been missing class, we covered what you need to know/what you do not need to know in terms of formulas in a couple of classes last week!)
Tentative material that may be covered includes:
Chapter 11
What are some of the failures of classical physics?
wave-particle duality
de Broglie relation
wavefunction
Schrodinger equation
Born interpretation
probability density, probability amplitude
spherical polar coordinates
operator, eigenvalue, eigenfunction
linear combination
commutator
expectation value
Heisenberg uncertainty principle
Can you appropriately identify what is/what is not an eigenfunction or an eigenvalue?
Can you normalize a wavefunction?
Did you understand the homework problems?
Chapter 12
translation, vibrational, and rotational motions
particle in a box - infinite square well, boundary conditions, quantum numbers, zero-point energy
Dirac bracket notation
Kronecker delta
orthogonality
tunnelling
degeneracy
harmonic motion, force constant
energy levels
wavefunction
Gaussian function, Hermite polynomial
associated Legendre function
Laplacian
spherical harmonics
spin
Do you know your quantum numbers and their meaning?
Did you understand the homework problems?
EXAM 2 -
Wednesday, March 7
A previous year's exam can be
downloaded: CHEM
3520 - EXAM 2
Tentative material that may be covered includes:
Chapter 13 and 14
radial wavefunctions and what they lok like
selection rules
term symbols and the related quantum numbers
multiplicity
quantum numbers
shells, subshells
orbital pictures
most probable radius
mean radius
radial distribution function - spherical, general
reduced mass
expectation values
normalization
orthogonality
operators - momentum, position, kinetic energy, potential energy
orbital approximation
Pauli principle
Pauli exclusion principle
shielding
effective nuclear charge
Aufbau principle
Hnd's rules
Hartree-Fock self-consistent field (SCF) procedure
singlet and triplet states
Clebsch-Gordan series
Bohr radius
atomic units = Hartree
alpha and beta - spin up and down (Chap 13)
Born-Oppenheimer approximation
valence bond theory
molecular orbital theory
hybridization
LCAO
bonding/antibonding orbitals
bond order
MO diagrams
variation principle
secular determinant
Huckel approximation
Coulomb integral (Chap 14 - alpha - different alpha than spin!)
resonance integral (Chap 14 - beta - different beta than spin!)
Walsh diagram
Can you do the assigned homework problems?
Justification sections that we discussed in class
Schrodinger equation
Eq. 13.4, plus relationships between wavefunction and frequency
Eq. 13.1
first part of Eq. 13.6
Eq. 13.9 (be able to extract R and Y from pertinent tables - Table 13.1 and 12.5)
Eq. 13.21, 13.22
(NOTE: Some of the above concepts actually relate to equations - you are responsible for those equations as well)
EXAM 3 - Wednesday, April 11
A previous year's exam can be downloaded : CHEM 3520 - EXAM
Tentative material that may be covered includes (check back for updates!)
Chapter 15
symmetry operations
symmetry elements
point groups
character tables (as discussed in class)
Chapter 16 - Sections 16.1-16.8, Slides -33 of notes
rotational spectroscopy
rotational Raman
moment of inertia
rotational constant
selection rules
linewidths
Doppler broadening
lifetime broadening
populations
degeneracies
types of rotors
wavelength
frequency
reduced mass
Stokes radiation
anti-Stokes radiation
Beer-Lambert Law
molar absorption coefficient
transmittance
absorbance
absorption
emission
spectra (e.g., line spacing)
energetic formula for rotors and in multiple formats (e.g., E, F(J))
centrifugal distortion
From Table 16.1 - know formula for diatomics and the second formula for linear rotors (e.g., the ABA molecule case)
Pertinent exercises and problems: Exercises 16.5-16.16; Problem 16.7
EXAM 4 - Wednesday, May 2
Tentative material that may be covered includes (check back for updates!)
Chapter 16 - Sections 16.9-end of chapter, Slides-34 and beyond of notes*
* NOTE: Some of the material in this second part of the chapter is dependent on material from the
first part of the chapter - You are responsible for the pertinent material!
vibrational spectroscopy
ro-vibrational spectroscopy
vibrational Raman
normal modes
overtones
Birge-Sponer
branches of spectra
Morse potential
zero-point energy
dissociation energy
harmonic versus anharmonic
be able to compare and contrast vibrational and rotational spectroscopy, vibrational and rotational Raman spectroscopy
population
gross and specific selection rules for ALL types of spectroscopy
Chapter 17
fluorescence
phosphorescence
dissociation
predissocation
lasers - general principles of laser action
be aware of a few types of lasers and their applications
vertical transition
Franck-Condon principle
Chapter 19
What is statistical thermodynamics?
molecular partition function
canonical partition function
FINAL EXAM - Friday, May 11 - 8:00 - 10:00 a.m.
Chapters 11-17; 19; plus last days of notes - COMPREHENSIVE