Bradley F. Chmelka teaching
   
Classes Normally Taught

Computations in Vector Calculus (Engr. 5B)
Recitation to accompany Mathematics 5B. Vector differential calculus and vector integral calculus explored in an engineering context with the use of modern computer math tools.

 
  Linear Alegra, Probability and Statistics (ChE 50B)
Vector Spaces, matrices, and systems of linear algebraic equations. The algebraic eigenvalue problem, Sturm-Liouville theory, and engineering applications of eigenvalue problems. Introduction to probability theory and methods for statistical analysis. Elementary numerical linear algebra.
 
 
Chemical Reaction Engineering (ChE 140B)
Kinetics of homogeneous and heterogeneous reacting systems, with and without catalysis, and its use in predicting chemical conversion and selectivity in flow and nonflow reactors. Emphasis on the dynamic behavior and design considerations of chemical reactors.
 
 
Introduction to Magnetic Resonance Spectroscopy Techniques (ChE 216A)
An introduction to basic magnetic resonance theory and experimental techniques, with emphasis on solid-state applications.

Advanced Methods of Magnetic Resonance with Applications to Materials Science (ChE 216B)
This course is intended to provide an understanding of advanced methods of magnetic resonance spectroscopy and imaging, emphasizing new applications to current issues in materials research.
  

Advanced Theoretical Methods in Chemical Engineering (ChE 230A)
Methods of solution of partial differential equations and boundary value problems. Linear vector and function spaces, generalized Fourier analysis, Sturm-Liouville theory, calculus of variations, and conformal mapping techniques.