Spectroscopy: Theory and Application
Overview
Introduction and Principles of Quantum Mechanics
- the electromagnetic spectrum
- wavefunctions
- the Schrödinger equation
- particle in a box
- atomic and molecular energy levels
- electronic transitions
- Boltzmann distribution
Symmetry and Spectroscopy
- symmetry operators and point groups and their relation to spectroscopy
Atomic Structure and Spectroscopy
- H atom and multi-electron atoms
- atomic orbitals
- term symbols
- atomic spectra
Molecular Rotations
- rotational motion
- selection rules
- Raman spectroscopy
Molecular Vibrations
- vibrational motion
- selection rules
- energy levels
- infrared spectroscopy
Magnetic Resonance Spectroscopy
- nuclear spin
- splitting of energy levels in an applied magnetic field
- molecular structure and chemical shifts
- NMR spectroscopy of proton and multi-nuclear species
Mass Spectrometry
- magnetic sector, quadrupole and ion-trap techniques
- high resolution spectral interpretation
- fragmentation patterns
UV-Visible Spectroscopy
- energy levels and transitions in organic and coordination compounds
- spectra of pure compounds and mixtures
Laboratory Content:
Experiments are selected from the following list:
- Quantitative UV/Vis Spectroscopy of a Mixture
- Determination of Keto-Enol Equilibrium Constants by NMR
- Geometric Isomers of a Cr(III) Complex
- Preparation and Identification of Co(III) Complexes
- Paramagnetic Susceptibility by NMR
- Computer Lab I: Use of EXCEL
- Computer Lab II: Molecular Modeling
- Computer Lab III: Spectral Simulation and Interpretation
- Infrared Spectroscopy of Liquid Samples
- Solid Sample Preparation Methods for Infrared Spectroscopy
- GC-MS Analysis of a Volatile Mixture
- Structural Determination by NMR: Esterification Reactions of Vanillin
- Term Project: Determination of an Unknown by IR, NMR, and GC-MS
- Atomic Absorption: Quantitative Analysis of a Metal
The course is presented using lectures, classroom demonstrations, problem sessions, on-line quizzes, and class discussions. Audio-visual materials, including molecular modeling software, are used where appropriate. The laboratory is used to illustrate the practical aspects of the course material, using both traditional wet labs and computer techniques. Close coordination will be maintained between laboratory and classroom work whenever possible.
Evaluation will be carried out in accordance with ÁñÁ«ÊÓƵ policy. The instructor will present a written course outline with specific evaluation criteria at the beginning of the semester. Evaluation will be based on the following:
Lecture Material 70%
- Two or three in-class tests will be given during the semester (30%)
- A final exam covering the entire semester’s work will be given during the final examination period (30%)
- Any or all of the following: problem assignments, on-line quizzes, class participation (10%)
Laboratory 30%
- Each experiment and will be evaluated based on results and a written report. A formal report based on evaluation of an unknown will also be submitted.
Note:
A student who misses three or more laboratory experiments will earn a maximum P grade.
A student who achieves less than 50% in either the lecture or laboratory portion of the course will earn a maximum P grade.
- Describe the properties of the electromagnetic spectrum and calculate energy, wavelength, and frequency of light
- Describe the photoelectric effect and blackbody radiation
- Describe wave particle duality and the Heisenberg Uncertainty Principle
- Apply the Schrödinger equation to wavefunctions in order to understand how electronic energy levels are determined
- Apply the concepts of moment of inertia and particle in a box to determine allowed rotational excitations in a molecule
- Explain spin and the allowed transitions of electron and nuclear spin in an applied magnetic field
- Sketch the shapes of atomic orbitals from a set of quantum numbers
- Explain the Aufbau Principle, Pauli Exclusion Principle and the use of term symbols for multi-electron atoms
- Describe bond formation in a diatomic molecule through the use of the Born-Oppenheimer approximation
- Apply the simple harmonic oscillator model to understand vibrations in diatomic molecules and simple polyatomics
- Apply selection rules to molecules to determine allowed vibrational modes
- Sketch simple vibrational modes in linear and non-linear polyatomic molecules
- Use the Boltzmann distribution law to describe energy levels in a molecule and predict the effect on spectroscopic results
- Given an infrared spectrum, determine the functional groups or coordinate bonds present using correlation charts
- Given an NMR spectrum, determine the number and type of protons present and the J-J coupling constants for first and second order
- Given the structure of a compound, predict the number of NMR peaks, chemical shifts, and splitting patterns using electronegativity, symmetry, and hybridization
- Interpret multi-nuclear NMR spectra of molecules containing 19F, 13C, and 31P by using chemical shifts, reference compounds, and decoupled spectra
- Given a UV-VIS spectrum, label the transitions occurring based on molecular orbital or crystal field splitting
- Calculate concentrations or molar extinction coefficients by applying the Beer - Lambert law to a UV-VIS spectrum
- Analyze the UV-VIS spectrum of a two component mixture to determine individual concentrations
- Use information from given spectra (IR, UV-VIS, NMR, GC-MS) to determine the structural formula of a compound
- Use EXCEL spreadsheets to create linear calibration curves, including error analysis
- Given a mass spectrum, predict the parent compound using fragmentation patterns
- Determine isotopic information from a high resolution mass spectrum
- For each spectroscopic method studied, sketch the basic components of the instrument and understand their operation
- Prepare standards and unknown solutions as required for laboratory analysis and run these samples and use instrumental software to analyze the spectra
Consult the ÁñÁ«ÊÓƵ Bookstore for the latest required textbooks and materials. Example textbooks and materials may include:
- Pavia, Lampman, Kriz, and Vyvyan, Introduction to Spectrosopy, Current Edition, Brooks/Cole
- Atkins and De Paula, Physical Chemistry, Custom Version of Current Edition, Freeman
- ÁñÁ«ÊÓƵ, Chemistry 2360 Laboratory Manual
- Laboratory Notebook, Safety Goggles, Laboratory Coat
Recommended:
- Thomas Engel, Quantum Chemistry and Spectroscopy, Current Edition, Pearson
Requisites
Course Guidelines
Course Guidelines for previous years are viewable by selecting the version desired. If you took this course and do not see a listing for the starting semester / year of the course, consider the previous version as the applicable version.
Course Transfers
These are for current course guidelines only. For a full list of archived courses please see
Institution | Transfer Details for CHEM 2360 |
---|---|
Athabasca University (AU) | AU CHEM 3XX (3) |
Capilano University (CAPU) | CAPU CHEM 2XX (4) |
College of the Rockies (COTR) | COTR CHEM 2XX (3) |
Columbia College (COLU) | COLU CHEM 2nd (3) |
Kwantlen Polytechnic University (KPU) | KPU CHEM 2XXX (4) |
North Island College (NIC) | NIC CHE 2XX (3) |
Okanagan College (OC) | OC CHEM 2XX (3) |
Simon Fraser University (SFU) | SFU CHEM 260 (4) |
Thompson Rivers University (TRU) | TRU CHEM 2X11 (0) & TRU CHEM 2XXX (3) |
University of British Columbia - Vancouver (UBCV) | UBCV CHEM_V 2nd (3) |
University of Northern BC (UNBC) | UNBC CHEM 2XX (4) |
University of the Fraser Valley (UFV) | UFV CHEM 2XX (3) |
University of Victoria (UVIC) | UVIC CHEM 2XX (1.5) |
Vancouver Island University (VIU) | VIU CHEM 213 (3) |
Course Offerings
Winter 2025
CRN | Days | Instructor | Status | More details |
---|---|---|---|---|
CRN
14508
|
Tue Thu | Instructor Last Name
Addison-Jones
Instructor First Name
Brenda
|
Course Status
Open
|
CHEM 2360 001 - Students must ALSO register in CHEM 2360 L01.