Apr 23, 2024  
2020-2021 Graduate Catalog 
    
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2020-2021 Graduate Catalog [ARCHIVED CATALOG]

Courses

 

Mathematics
  

  • MATH 602 - Measure, Integration and Complex Variables

    Credit(s): 3
    MEASURE, INTEGR & COMPLEX VAR
    Component: Lecture
    Review of Riemann integration. Introduction to Lebesgue measure and integration. Holomorphic functions, residue theory, and conformal mappings.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 600 . RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Spring
  

  • MATH 611 - Introduction to Numerical Discretization

    Credit(s): 3
    INTRO NUM DISCRETIZATION
    Component: Lecture
    Piecewise polynomial and global interpolation, adaptive, Gaussian, and multidimensional quadrature, Runge-Kutta and multistep methods for initial value problems, finite differences for boundary value problems, method of lines for partial differential equations.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: Multivariate calculus and ordinary differential equations. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Fall
  

  • MATH 612 - Computational Methods for Equation Solving and Function Min

    Credit(s): 3
    COMP METH FOR EQU SOLV AND MIN
    Component: Lecture
    LU and QR factorizations, singular value and eigenvalue decompositions, matrix conditioning, solution of linear systems and linear least-squares problems, iterative methods in linear algebra, descent and quasi-Newton methods of optimization, globalizing convergence, constrained optimization, applications.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: Elementary linear algebra and programming. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Spring
  

  • MATH 616 - Modeling in Applied Mathematics

    Credit(s): 3
    MODELING IN APPLIED MATHEMTICS
    Component: Lecture
    Introduction to modeling and analytical techniques used in solving problems arising in a variety of physical settings. Biological modeling. Derivation of the equations of mathematical physics. Solution behavior of nonlinear systems of ODE’s. Use of software to explore solutions to physical systems.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: One semester of advanced calculus. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Fall
  

  • MATH 617 - Techniques of Applied Mathematics

    Credit(s): 3
    TECHNIQUES OF APPLIED MATH
    Component: Lecture
    Introduction to techniques used in solving problems arising in a variety of physical settings. Sturm-Liouville problems and Green’s functions. Methods of solution for the wave, heat and Laplace equations. Variational principles.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: One semester of advanced calculus. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Spring
  

  • MATH 620 - Introduction to Mathematical Finance

    Credit(s): 3
    INTRO TO MATH FINANCE
    Component: Lecture
    Terminology of mathematical finance. Asset pricing and interest rate models. Discrete and continuous models for option pricing and fixed-income products. Discussion of various payoff structures, including path-dependent options. May include use of technology to simulate trading and pricing research.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: Undergraduate-level knowledge of probability and ordinary differential equations, equivalent of MATH302 and MATH350.
    Course Typically Offered: Spring
  

  • MATH 630 - Probability Theory and Applications

    Credit(s): 3
    PROBABILITY THRY & APPLICATION
    Component: Lecture
    Introduction to probability theory as background for further work in statistics or stochastic processes. Sample spaces and axioms of probability; conditional probability and independence; random variables and describing their distributions; classical discrete and continuous random variables; mathematical expectation and moments of a distribution; the distribution of a function of a random variable; Chebyshev’s inequality; infinite sequences of independent random variables; the weak and strong laws of large numbers; central limit theorems.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: One semester of advanced calculus. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Fall
  

  • MATH 631 - Introduction to Stochastic Processes

    Credit(s): 3
    INTRO TO STOCHASTIC PROCESSES
    Component: Lecture
    Classical stochastic processes emphasizing Martingales and Markov chains in discrete and continuous time with examples from random walk, birth and death processes, branching processes and Markov chain Monte Carlo. Possible additional topics include renewal and Markov renewal processes; queues; basic notions of Brownian motion and second-order processes; Markov random fields; point processes.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 630  or equivalent. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Spring
  

  • MATH 637 - Mathematical Techniques in Data Science

    Credit(s): 3
    MATH TECHNIQUES IN DATA SCI
    Component: Lecture
    Linear methods for regression (subset selection, ridge, lasso), Logistic regression. Analysis of the convergence and complexity of common algorithms. Linear discriminant analysis, Principal component analysis, Additive Models, Kernel Smoothing. Cross-validation, Bootstrap, Support Vector Machines, Cluster analysis (K-means, spectral clustering), Undirected graphical models, Expectation maximization algorithm, Introduction to deep learning, Introduction to Bayesian methods.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: Probability theory and basic statistics (e.g. MATH 350), Multivariable calculus (e.g. MATH 243),  Linear Algebra (e.g. MATH 349), Optimization background (e.g. MATH 529) desirable but not necessary, basic computing skills.
    Course Typically Offered: Spring
  

  • MATH 650 - Algebra I

    Credit(s): 3
    ALGEBRA I
    Component: Lecture
    Properties of integers, commutative rings, finite fields, elementary group theory, and classification of finite abelian groups.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 672  or permission of instructor. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Spring
  

  • MATH 660 - Introduction to Systems Biology

    Credit(s): 3
    INTRO TO SYSTEMS BIOLOGY
    Component: Lecture
    Systems biology approach, mathematical modeling of biological systems; examples from biomedical and agricultural research areas, biotechnology, industrial processes, and others. Differential equations, stochastic, feedback and control, or network models are discussed. Hands-on work via PBL modules.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: The equivalent of CHEM 527 , MATH 535  and one of BISC302, 305, 306, 401 or 403. RESTRICTIONS: No graduate credits given for graduate students in mathematics and applied mathematics.
    Course Typically Offered: Fall
  

  • MATH 666 - SPECIAL PROBLEM

    Credit(s): 1-12
    SPECIAL PROBLEM
    Component: Independent Study
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MATH 667 - SEMINAR

    Credit(s): 1-12
    SEMINAR
    Component: Lecture
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MATH 668 - Seminars-Colloquia

    Credit(s): 1
    SEMINARS-COLLOQUIA
    Component: Lecture
    Requires attendance at 8 departmental seminars/colloquia each semester. A short written summary on one of the talks must be submitted to the graduate chair.
    Repeatable for Credit: Y Allowed Units: 4 Multiple Term Enrollment: N Grading Basis: Student Option
    RESTRICTIONS: Required of all MS and Ph.D. students in their first and second years. For meeting the requirement each semester students receive one credit.
  

  • MATH 672 - Vector Spaces

    Credit(s): 3
    VECTOR SPACES
    Component: Lecture
    Vector spaces, linear transformations, decomposition theorems, and bilinear forms.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH349. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Fall
  

  • MATH 688 - Combinatorics and Graph Theory I

    Credit(s): 3
    COMBINATORICS I
    Component: Lecture
    Enumeration techniques, Ramsey theory, topics from graph theory, extremal combinatorics, introduction to finite geometry.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: Requires permission of instructor. RESTRICTIONS: Undergraduate students must have a B or better in six credits of MATH at the 400 level or 500 level, exclusive of MATH 518  and MATH 540 .
    Course Typically Offered: Fall
  

  • MATH 806 - Functional Analysis

    Credit(s): 3
    FUNCTIONAL ANALYSIS
    Component: Lecture
    Fundamental results for normed linear spaces with special emphasis on the theory of Hilbert space, spectral theorems and application to integral and differential equations.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 602  
    Course Typically Offered: Fall
  

  • MATH 810 - Asymptotic and Perturbation Methods

    Credit(s): 3
    ASYMPTOTIC & PERTURBATION METH
    Component: Lecture
    Asymptotic expansions of real and complex integrals; singular perturbation theory for ODEs and PDEs, WKB and multiple-scale expansion techniques. Selected applications.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 617  and knowledge of analytic function theory or permission of instructor.
    Course Typically Offered: Spring
  

  • MATH 817 - Introduction to Numerical Methods for Partial Differential Equations

    Credit(s): 3
    INTRO NUM METH FOR PDE
    Component: Lecture
    Accuracy, stability, and convergence of finite difference discretizations of partial differential equations, numerical dispersion and dissipation, Fourier and Chebyshev spectral methods, boundary conditions, coordinate mapping, collocation methods, fast multipole methods, applications and other topics at the discretion of the instructor.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 611  and MATH 612  or equivalent.
    Course Typically Offered: Fall
  

  • MATH 829 - Topics in Mathematics

    Credit(s): 3
    TOPICS IN MATHEMATICS
    Component: Lecture
    Topics vary and are chosen from a variety of areas in pure and applied mathematics.
    Repeatable for Credit: Y Allowed Units: 3 Multiple Term Enrollment: Y Grading Basis: Student Option
    PREREQ: Requires permission of instructor.
    Course Typically Offered: Spring
  

  • MATH 835 - Evolutionary Partial Differential Equations

    Credit(s): 3
    EVOLUTIONARY PDE’S
    Component: Lecture
    Methods of solution for evolutionary partial differential equations and systems primarily from a classical perspective. Linear and nonlinear equations and systems; characteristics; shocks and discontinuous solutions; similarity solutions; modern applications and dynamical systems approaches.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 617  or equivalent.
    Course Typically Offered: Fall
  

  • MATH 836 - Elliptic Partial Differential Equations

    Credit(s): 3
    ELLIPTIC PDE’S
    Component: Lecture
    Sobolev spaces, potential theory, variational methods for elliptic equations, inverse problems.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 806 .
    Course Typically Offered: Spring
  

  • MATH 838 - Finite Element and Boundary Element Methods

    Credit(s): 3
    FINITE ELEMENT AND BNDRY ELEM
    Component: Lecture
    Finite element methods for elliptic problems including: weak solutions, multidimensional interpolation, Bramble-Hilbert lemma and error analysis, multidimensional quadrature, multigrid and domain decomposition methods, preconditioning, saddle point problems, LBB condition and mixed methods. Boundary element methods for elliptic problems including: jump conditions, error analysis, quadrature methods for singular integrals and Fast Multipole Method for Laplace’s equation. Coupling between boundary elements and finite element methods. Discontinuous Galerkin methods for elliptic and hyperbolic problems. Applications selected by the instructor.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 806  or equivalent.
    Course Typically Offered: Spring
  

  • MATH 845 - Algebra II

    Credit(s): 3
    ALGEBRA II
    Component: Lecture
    Ternary rings and their relationship to finite geometry, Sylow’s theorems and group actions, classical matrix groups, linear representations, character theory. Computational software such as Magma or Maple will be used.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 650  and MATH 672  or permission of instructor.
    Course Typically Offered: Fall
  

  • MATH 850 - Theory of Probability

    Credit(s): 3
    THEORY OF PROBABILITY
    Component: Lecture
    Mathematically rigorous treatment of probability theory with emphasis on methods and tools for applications. Axioms of probability and independence. An introduction to large deviation theory and Martingale theory. Probabilistic methods in combinatorics and analysis.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 602  or MATH 631  or equivalent; or permission of instructor.
    Course Typically Offered: Fall
  

  • MATH 866 - SPECIAL PROBLEM

    Credit(s): 1-12
    SPECIAL PROBLEM
    Component: Independent Study
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MATH 867 - SEMINAR

    Credit(s): 1-12
    SEMINAR
    Component: Lecture
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MATH 868 - Research

    Credit(s): 1-6
    RESEARCH
    Component: Research
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MATH 869 - Master’s Thesis

    Credit(s): 1-6
    MASTER’S THESIS
    Component: Independent Study
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MATH 870 - Reading in Mathematics

    Credit(s): 1-6
    READING IN MATHEMATICS
    Component: Independent Study
    Repeatable for Credit: Y Allowed Units: 6 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MATH 888 - Combinatorics II

    Credit(s): 3
    COMBINATORICS II
    Component: Lecture
    Algebraic graph theory, linear algebraic methods, designs, codes, geometry. Computational software, such as Magma or Maple, will be used.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MATH 672 , MATH 688 . COREQ: MATH 650 .
    Course Typically Offered: Spring
  

  • MATH 964 - Pre-Candidacy Study

    Credit(s): 3-12
    PRE-CANDIDACY STUDY
    Component: Independent Study
    Research and readings in preparation of dissertation topic and/or qualifying examinations for doctoral students before admission to candidacy but after completion of all required course work.
    Repeatable for Credit: Y Allowed Units: 12 Multiple Term Enrollment: N Grading Basis: Pass/Not Pass
    RESTRICTIONS: Not open to students who have been admitted to candidacy.
  

  • MATH 969 - Doctoral Dissertation

    Credit(s): 1-12
    DOCTORAL DISSERTATION
    Component: Independent Study
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Pass/Not Pass

Mechanical Engineering
  

  • MEEG 600 - Seminar

    Credit(s): 0
    SEMINAR
    Component: Independent Study
    Lectures by invited scholars on various topics in Mechanical Engineering and related areas.
    Allowed Units: 0 Multiple Term Enrollment: N Grading Basis: Pass/Not Pass
  

  • MEEG 602 - Industrial Design

    Credit(s): 3
    INDUSTRIAL DESIGN
    Component: Lecture
    Provides an introduction to the theory and practice of industrial design - an interdisciplinary field involving the engineering, manufacturing, and business aspects of new product development. Students will apply modeling, prototyping, and testing concepts towards creating a commercially viable product.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    Crosslisted: Crosslisted with ENTR 602 . PREREQ: ENTR 601  or permission from the instructor.
  

  • MEEG 605 - Computational Solid Mechanics

    Credit(s): 3
    COMPUTATIONAL SOLID MECHANICS
    Component: Lecture
    Provides a foundation on various state-of-the-art computational methods and approaches that are widely used in the area of computational solid mechanics. Students will learn how to: (i) solve advanced problems of 3D elasticity under combined loading using computational approach, (ii) derive weak formulations of a set of key governing equations used at the quantum and continuum scales for describing the mechanistic behavior of solids, and (iii) apply various numerical techniques and write computer codes to solve applied problems of solid mechanics.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 610 - Intermediate Solid Mechanics

    Credit(s): 3
    INTERMEDIATE SOLID MECHANICS
    Component: Lecture
    Indicial notation, tensors; displacement, strain, compatibility; traction and stress, equations of motion; constitutive description of an elastic material; solutions to boundary value problems including torsion, bending, plane problems in elasticity (Airy stress function) and elements of linear elastic fracture mechanics.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 613 - Nanomaterials and Nanotechnology

    Credit(s): 3
    NANOMATERIALS & NANOTECHNOLOGY
    Component: Lecture
    Advanced topics in nanoscience and nanotechnology including nanostructures, nanomaterial synthesis, properties, characterizations, and applications. The emphasis will be to introduce students to the science of the building blocks of nanostructured materials, material behavior when they are assembled, technology for building nanoscale structures and features, nanomaterials for energy conversion and storage, and the technological implications of these nanomaterials and nanotechnologies.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 614 - Analysis of Aircraft Structures

    Credit(s): 3
    ANALYSIS OF AIRCRAFT STRUCTURE
    Component: Lecture
    Deals with analysis and design of flight structures and other light-weight structures. Loads, supports and reactions, constitute equations, and stress and deformation of components for flight vehicles are investigated. Overview of fatigue, vibration (flutter) and instability of structures are given.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 616 - Composite Materials Structures

    Credit(s): 3
    COMPOSITE MATERIALS STRUCTURES
    Component: Lecture
    Introduction to composite materials; anisotropic elasticity and laminate theory; plates and panels of composite materials; beams, columns and rods; composite material shell structures; energy methods; strength and failure theories; adhesive bonding and mechanical fastening; hygrothermal effects; stress analysis, buckling, vibrations and impact.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 617 - Composite Materials

    Credit(s): 3
    COMPOSITE MATERIALS
    Component: Lecture
    Fiber and matrix materials, fiber-matrix interface, polymer, metal, ceramic and carbon matrix composites, geometric aspects, elastic properties, lamination theory, strength of unidirectional composites, strength of laminates, durability, hybrid composites, flexible composites and textile structural composites.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 620 - Intermediate Dynamics

    Credit(s): 3
    INTERMEDIATE DYNAMICS
    Component: Lecture
    Reference frames, angular velocity, linear velocity, angular acceleration, linear acceleration, multibody systems, inertia properties, kinetic energy, equations of motion, generalized d’Alembert’s principles, numerical integration, computer simulation.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 621 - Linear Systems

    Credit(s): 3
    LINEAR SYSTEMS
    Component: Lecture
    State-space analysis of linear dynamical systems. Solution of state-space equations, and analysis of structural system properties based on eigenvalues and eigenvectors. Similarity transformations and decompositions. Lyapunov stability. Observability and controllability. State feedback control design.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    Crosslisted: May be crosslisted with ELEG 621 . PREREQ: MATH349 or MATH351 or graduate status.
  

  • MEEG 628 - Multiscale Modeling of Materials

    Credit(s): 3
    MULTISCALE MODELING
    Component: Lecture
    Introduces the students to multiscale modeling and material design tools that integrate ideas from quantum and classical mechanics in connecting length scales. The underlying concepts intersect different disciplines and enable solving materials related problems that are intractable by single-scale methods.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 629 - Experimental Mechanics of Composites

    Credit(s): 3
    EXPERMNTL MECHS OF COMPOSITES
    Component: Lecture
    Study of the micromechanical and thermomechanical response of compositematerials. Execution and assessment of experiments conducted to investigatestrength and stiffness characteristics of composite materials.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    Crosslisted: Crosslisted with PHYT 606 , CIEG 610 .
  

  • MEEG 630 - Intermediate Fluid Mechanics

    Credit(s): 3
    INTERMEDIATE FLUID MECHANICS
    Component: Lecture
    Algebra and analysis of Cartesian Tensors. Descriptions of motion, kinematics. Conservation equations. Constitutive theory, Newton-Stokes fluids. Irrotational flow of an inviscid fluid. Dimensional analysis. Some exact solutions of the Navier-Stokes equations. Asymptotic flows: creeping flow, flow in the boundary layer. Introduction to turbulent flow. One dimensional compressible flow.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 635 - Wind Power Engineering

    Credit(s): 3
    WIND POWER ENGINEERING
    Component: Lecture
    Lecture course on engineering aspects of modern large wind turbines.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 640 - Intermediate Heat Transfer

    Credit(s): 3
    INTERMEDIATE HEAT TRANSFER
    Component: Lecture
    Theory and equations of heat conduction, boundary conditions, steady and transient heat conduction, theory of convection, forced convection in laminar flows, derivation of conservation equations, numerical methods.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 642 - Introduction to Fuel Cells

    Credit(s): 3
    INTRODUCTION TO FUEL CELLS
    Component: Lecture
    Basic principles of fuel cells, fuel cell types and their applications, fuel processing and hydrogen storage.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 644 - Energy Storage

    Credit(s): 3
    ENERGY STORAGE
    Component: Lecture
     Advanced topics in energy storage science and technology including electrochemical energy storage systems, hydrogen storage, thermal energy storage, mechanical energy storage, and electromagnetic energy storage. The emphasis will be to introduce students to the electrochemistry of the electrochemical energy storage systems, working principles of advanced battery systems, newly emerging electrode and electrolyte materials, energy storage technology for from nanoscale to macroscale applications.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    Course Typically Offered: Fall and Spring
  

  • MEEG 651 - Introduction to Microsystems

    Credit(s): 3
    INTRODUCTION TO MICROSYSTEMS
    Component: Lecture
    This course examines the mechanical, thermal, optical, fluidic, chemical, and biological devices that can be derived using modern microfabrication methods. Topics include typical fabrication steps, device physics and mechanics, and a survey of existing and emerging device areas.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: PHYS208 or PHYS245 or graduate standing.
  

  • MEEG 653 - Manufacturing Processes and Systems

    Credit(s): 3
    MANUFACTURING PROCESSES&SYSTEM
    Component: Lecture
    Explains key concepts and elements of basic processes (metal cutting, forming, plastic molding), technologies (robotics, ergonomics, material handling, quality management, machine vision), industries/systems (pharmaceutical, automotive, packaging, food, and current advances (lean mfg., just-in-time).
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG321 or graduate status.
  

  • MEEG 655 - Principles of Composites Manufacturing

    Credit(s): 3
    PRINCIPLES OF COMPOSITES MANUF
    Component: Independent Study
    Fundamental principles involved in composites manufacturing are introduced. Modeling of such processes emphasized with applications of injection molding, compression molding, filament winding, pultrusion and resin transfer molding.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG332 and MEEG342.
  

  • MEEG 656 - Practical Composites Manufacturing

    Credit(s): 3
    PRACTICAL COMPS MANUFACTURING
    Component: Lecture
    Explains key concepts and elements of composites manufacturing processes, technologies and systems. An online-only course where lectures are coupled with detailed videos of manufacturing processes and exercises with simulation software to connect theory to practice.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    RESTRICTIONS: Online only, distance learning.
  

  • MEEG 657 - Experimental Characterization of Composites for Manufacturing

    Credit(s): 3
    EXP CHARACTER COMP MANUFACT
    Component: Lecture
    Explains theory and practice for composite materials characterization techniques (mechanical, thermal, microscopic and spectroscopic) with an emphasis on understanding the processing-structure-property relations and understanding the influence of processing on composite quality.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    RESTRICTIONS: Online only, distance learning.
  

  • MEEG 666 - SPECIAL PROBLEM

    Credit(s): 1-12
    SPECIAL PROBLEM
    Component: Lecture
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MEEG 667 - SEMINAR

    Credit(s): 1-12
    SEMINAR
    Component: Lecture
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MEEG 671 - Introduction to Robotics

    Credit(s): 3
    INTRODUCTION TO ROBOTICS
    Component: Lecture
    Topics include: rigid motions and transformations, forward kinematics, Denavit-Hartenberg representations, inverse kinematics, velocity kinematics, dynamics, independent joint control, multivariable control, force control.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: Requires familiarity with kinematics and basic dynamics RESTRICTIONS: Recommended for seniors and graduate students.
  

  • MEEG 677 - Introduction to State Estimation

    Credit(s): 3
    ESTIMATION I
    Component: Lecture
    Covers the mathematical fundamenals of estimating the state of a dynamic system. Reviews basic concepts in linear systems, Bayesian estimation, and minimum mean-square estimation followed by the introduction of the standard Kalman filter in both discrete-time and continuous-time formats. Examines extensions of the Kalman filter that include the extended and unscented Kalman filter as well as the H-infinity filter.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG 621 .
  

  • MEEG 678 - Introduction to Autonomous Driving

    Credit(s): 3
    INTRO TO AUTONOMOUS DRIVING
    Component: Lecture
    Considers problems in perception, planning, and control, and their systems-level integration in the context of self-driving vehicles through an open-source curriculum for autonomy education that emphasizes hands-on experience. Integral to the course, students will collaborate to implement concepts covered in lecture on a low-cost autonomous vehicle with the goal of navigating a model town complete with roads, signage, traffic lights, obstacles, and citizens.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG311 and MEEG312.
    Course Typically Offered: Fall and Spring
  

  • MEEG 681 - Cytomechanics

    Credit(s): 3
    CYTOMECHANICS
    Component: Lecture
    Cell, the universal unit of life, behaves as a “mechanical living” entity. Besides sensing, “smell or taste” mediated by chemical reactions, cells also display a strong sense of “touch” mediated by mechanical interactions. Mechanics is involved in many fundamental processes such as cell shape, mobility, and differentiation. In this course, the students will be exposed to the principles of cytomechanics and the fascinating cellular responses and adaptation to the mechanical environment.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: BISC207 and MEEG215 or instructors approval.
  

  • MEEG 682 - Clinical Biomechanics

    Credit(s): 3
    CLINICAL BIOMECHANICS
    Component: Lecture
    The biomechanics and patho-mechanics of various human musculoskeletal joint systems. Normal joint anatomy and biomechanics; the mechanical effects of pathology and the goals of surgical repairs to counteract them are explored through in vitro, in vivo and mathematical modeling studies of joint system mechanics.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 683 - Orthopedic Biomechanics

    Credit(s): 3
    ORTHOPEDIC BIOMECHANICS
    Component: Lecture
    Anatomy and physiology including microanatomy and mechanics of bone, cartilage, tendon and muscle. Mechanical modeling of body including joint loads, motion analysis, muscle forces and interaction with orthopedic devices.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG211 and MEEG215 or graduate standing.
  

  • MEEG 684 - Biomaterials and Tissue Eng App

    Credit(s): 3
    BIOMATERIAL & TISSUE ENG APP
    Component: Lecture
    Biomaterials for mechanical replacement of Orthopedic tissues: bone, cartilage, ligament, tendon and whole joint systems. Topics include normal tissue mechanics and biocompatibility, mechanical behavior, degradation and host response to biomaterials. Experimental methods to assess biomaterials along with design and manufacturing considerations for joint and tissue replacements.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 690 - Intermediate Engineering Mathematics

    Credit(s): 3
    INTERMEDIATE ENG MATHEMATICS
    Component: Lecture
    Linear algebra: generalized vector space, eigenvalue problem, diagonalization, quadratic forms. Field theory: divergence theorem, Stokes’ theorem, irrotational fields. Sturm-Liouville theory, Bessel functions, Legendre polynomials. Partial differential equations: diffusion and Laplace equations by separation of variables and Sturm-Liouville theory, wave equation. Engineering applications.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 698 - Stochastic Optimal Control

    Credit(s): 3
    STOCHASTIC OPTIMAL CONTROL
    Component: Lecture
    Covers the basic models and solution approaches for sequential decision making problems under uncertainty (stochastic control). Provides a unified treatment of the subject, suitable for a broad engineering audience.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 811 - Sandwich Structures

    Credit(s): 3
    SANDWICH STRUCTURES
    Component: Lecture
    Composite and isotropic sandwich structures are studied for stresses, deformations, buckling loads, natural frequencies and dynamic response under mechanical and environmental loads, involving honeycomb, solid, foam, web and truss core sandwich comprising beam, plate, ring and shell structures. Design and minimum weight optimization are treated.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 813 - Fracture of Complex Material Systems

    Credit(s): 3
    FRACTURE OF COMPLEX MAT SYS
    Component: Lecture
    Historical development of the field of fracture mechanics, including; linear elastic and elasto-plastic formulations and fatigue. Additional topics in fracture of complex material systems to be researched and presented by the students.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG 610 .
  

  • MEEG 816 - Advanced Continuum Mechanics

    Credit(s): 3
    ADV CONTINUUM MECHANICS
    Component: Lecture
    A rigorous study of kinematics of finite deformation and the field equations of mechanics and thermodynamics of continua. Tensor analysis employed throughout.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 817 - Composite Materials

    Credit(s): 3
    COMPOSITE MATERIALS
    Component: Lecture
    Introduction, thermoelastic behavior of laminated composites, statistical strength theories of continuous-fiber composites, short-fiber composites, hybrid composites, two-dimensional textile structural composites, three-dimensional textile structural composites, flexible composites, and nonlinear elastic finite deformation of flexible composites.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    Crosslisted: May be crosslisted with MSEG 817 . PREREQ: MEEG 610 .
  

  • MEEG 818 - Plates and Shells in Aerospace Structures I

    Credit(s): 3
    PLATES&SHELLS:AERO STRUCTRS I
    Component: Lecture
    Theory of plates from three-dimensional equations of elasticity. Small deflection analysis of rectangular and circular plates. Thermoelastic effects. Analysis of orthotropic plates, multilayered plates and sandwich panels. Green’s functions. Energy methods. Reissner variational theorem for plates of moderate thickness. Large deflections of plates.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 819 - Plates and Shells in Aerospace Structures II

    Credit(s): 3
    PLATES&SHELLS:AERO STRUCTRS II
    Component: Lecture
    General theory of thin shells from three-dimensional equations of elasticity; shells of revolution under axially symmetric loads; asymmetric loads; thermoelastic effects; general bending theory, membrane theory, inextensional theory; Donnell equations; edge load solutions; orthotropic shells; laminated shells.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 821 - Advanced Dynamics

    Credit(s): 3
    ADVANCED DYNAMICS
    Component: Lecture
    General principles of spatial dynamics. Lagrangian and Hamiltonian methods. Application to engineering problems.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 829 - Applied Nonlinear Control

    Credit(s): 3
    APPLIED NONLINEAR CONTROL
    Component: Lecture
    Review of analysis of nonlinear dynamic systems. Qualitative behavior, differences compared to linear systems. Existence and uniqueness of solutions. Lyapunov stability theory and advanced stability analysis. Selected topics on control design for nonlinear systems.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 832 - Hydrodynamics Stability and Transition to Turbulence

    Credit(s): 3
    HYDRODYNAMICS STABILITY
    Component: Lecture
    Principles of fluid dynamic stability analysis, fundamental results, computational techniques and physical insight into the mechanisms responsible for the transition to turbulence. Emphasis will be placed on viscous shear instability, though topics including stratified and environmental flows may be discussed.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG 630 .
  

  • MEEG 833 - Mesoscopic CFD Method

    Credit(s): 3
    MESOSCOPIC CFD METHOD
    Component: Lecture
    Introduction to lattice Boltzmann equation and its applications as a numerical approach to single and multiple-phase flows. Relationships between mesoscopic operation rules and macroscopic Navier-Stokes equations. Treatment of complex boundary conditions and multiscale fluid-fluid and fluid-particle interfaces. Examples of lattice-Boltzmann computer simulations.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    Crosslisted: May be crosslisted with MAST 833 .
  

  • MEEG 837 - Multiphase Flow and Transport

    Credit(s): 3
    MULTIPHASE FLOW & TRANSPORT
    Component: Lecture
    Principles of multiphase flows with particles, droplets, and bubbles. Local and averaging formulations of interfacial mass, momentum, energy transfers and related transport processes. Applications to industrial and environmental processes.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG 630  or permission of instructor.
  

  • MEEG 841 - Microscale Thermal Transport

    Credit(s): 3
    MICROSCALE THERMAL TRANSPORT
    Component: Lecture
    The overall goal of the course is to (1) understand how mass, momentum, energy, and charge are stored and transported at the microscopic level for gases, liquids, and solids, (2) learn how to calculate the common thermodynamic and transport properties (e.g. diffusivity,viscosity, heat capacity, thermal conductivity) from microscopic principles, (3) understand how transport properties are modied in nanoscale systems, and (4) understand the operational principles of common energy conversion devices.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 866 - SPECIAL PROBLEM

    Credit(s): 1-12
    SPECIAL PROBLEM
    Component: Research
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MEEG 867 - SEMINAR

    Credit(s): 1-12
    SEMINAR
    Component: Lecture
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MEEG 868 - Research

    Credit(s): 1-9
    RESEARCH
    Component: Independent Study
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MEEG 869 - Master’s Thesis

    Credit(s): 1-6
    MASTER’S THESIS
    Component: Lecture
    Experimental investigation conducted for the purpose of contributing new useful data and theory in some field of mechanical engineering. Although supervised, investigation is independent in character to encourage development of initiative.
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MEEG 877 - Sensing and Estimation in Robotics

    Credit(s): 3
    ESTIMATION II
    Component: Lecture
    Consists of two main parts: (i) advanced nonlinear state estimatmion such as extended Kalman filtering, particle filtering, and (ii) sensor modeling and fusion. This course emphasizes the application of estimation theory to mobile robot motion estimation (odometry, inertial,laser scan matching, vision-based) and path planning, map representations, map-based localization, simultaneous localization/mapping (SLAM), and multi-robot cooperative navigation.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG 677 .
    Course Typically Offered: Fall and Spring
  

  • MEEG 890 - Nonlinear Programming

    Credit(s): 3
    NONLINEAR PROGRAMMING
    Component: Lecture
    Introduce the fundamentals of nonlinear optimization theory and methods. Provide a unified analytical and computational approach to nonlinear optimization problems covering a range of topics. Provide a comprehensive treatment of optimality conditions, Lagrange multiplier theory, and duality theory. Applications will be focusing on control, communications, power systems, and resource allocation problems.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    Course Typically Offered: Spring
  

  • MEEG 891 - Advanced Engineering Mathematics

    Credit(s): 3
    ADVANCED ENGR MATHEMATICS
    Component: Independent Study
    Integral transform and Green’s Function Solution of Partial Differential Equations, complex variables, variational calculus and introduction to perturbation methods.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Pass/Not Pass
    PREREQ: MEEG 690  
  

  • MEEG 894 - Linear Feedback Control Design

    Credit(s): 3
    LINEAR FEEDBACK CONTROL DESIGN
    Component: Lecture
    Integrates classical and modern approaches to feedback control into a powerful and insightful design and analysis methodology. The primary emphasis will be on the implications that the mathematical equations have for design, rather than on their derivation. A major focus of the course will be on multiple input, multiple output (MIMO) systems; nevertheless many new and useful results for single input, single output (SISO) systems are also reviewed.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    PREREQ: MEEG 621 .
  

  • MEEG 895 - Game Theory & Mechanism Design

    Credit(s): 3
    GAME THEORY & MECHANISM DESIGN
    Component: Lecture
    Covers the basic models and solution approaches in problems that involve interactions among strategic agents distilling the key results in game theory and mechanism design. While game theory is concerned with analysis of games, mechanism design involves designing games with desirable outcomes.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MEEG 964 - Pre-Candidacy Study

    Credit(s): 3-12
    PRE-CANDIDACY STUDY
    Component: Independent Study
    Research and readings in preparation of dissertation topic and/or qualifying examinations for doctoral students before admission to candidacy but after completion of all required course work.
    Repeatable for Credit: Y Allowed Units: 12 Multiple Term Enrollment: N Grading Basis: Pass/Not Pass
    RESTRICTIONS: Not open to students who have been admitted to candidacy.
  

  • MEEG 969 - Doctoral Dissertation

    Credit(s): 1-12
    DOCTORAL DISSERTATION
    Component: Lecture
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
    Additional University Requirement(s): Freshmen Year Experience & Discovery Learning


Medical Laboratory Sciences
  

  • MMSC 566 - SPECIAL PROBLEM

    Credit(s): 1-12
    SPECIAL PROBLEM
    Component: Independent Study
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MMSC 567 - SEMINAR

    Credit(s): 1-12
    SEMINAR
    Component: Lecture
    Repeatable for Credit: Y Allowed Units: 99 Multiple Term Enrollment: Y Grading Basis: Student Option
  

  • MMSC 602 - Body Fluid Analysis

    Credit(s): 1
    BODY FLUID ANALYSIS
    Component: Lecture
    Overview of protocols, technical and clinical correlations involved in body fluid analysis of non-blood body fluids, including urine, synovial, cerebrospinal, seminal, serous, amniotic and gastric fluids.
    Repeatable for Credit: N Allowed Units: 1 Multiple Term Enrollment: N Grading Basis: Student Option
    RESTRICTIONS: Open to MS in MLS students only.
    Course Typically Offered: Fall
  

  • MMSC 603 - Research Design

    Credit(s): 3
    RESEARCH DESIGN
    Component: Lecture
    Methods and techniques for extending the scientific base of knowledge for bioscience laboratory practice. Students analyze contemporary research studies, designs and related statistical processes to assess their appropriateness for answering experimental hypotheses and laboratory practice issues. Research funding, regulation and dissemination are discussed.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MMSC 604 - Methods in Bioscience Education

    Credit(s): 3
    METHODS IN BIOSCIENCE EDUC
    Component: Lecture
    Theory and practice of teaching, learning and evaluation in traditional classroom settings, clinical settings and through on-line platforms, with emphasis on issues unique to bioscience learning environments.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MMSC 605 - Regulatory and Fiscal Issues in Laboratory Management

    Credit(s): 3
    REGULATORY & FISCAL ISSUES LAB
    Component: Lecture
    Study of the management and application of regulatory and fiscal requirements for laboratory operations. Federal, State, local and professional requirements governing clinical and research laboratories; GLP/GMP and compliance issues; billing and reporting requirements for laboratories using private, managed care and other third party payors (including federal government programs). Current procedural terminology used to assign and bill for laboratory procedures. Budgeting for laboratory operations.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MMSC 607 - Clinical Physiological Chemistry I

    Credit(s): 3
    CLIN PHYSIOLOGICAL CHEMISTRY I
    Component: Lecture
    Application and theory of manual and automated techniques used in diagnostic and therapeutic medicine. Emphasis on clinical procedures for carbohydrates, proteins, lipids, nonprotein nitrogenous compounds, blood gases and pH, and electrolytes.
    Repeatable for Credit: N Allowed Units: 3 Multiple Term Enrollment: N Grading Basis: Student Option
    COREQ: MEDT617. RESTRICTIONS: Open to MS in MLS students only.
    Course Typically Offered: Spring
  

  • MMSC 608 - Molecular Preparatory Techniques

    Credit(s): 2
    MOLECULAR PREP TECHNIQUES
    Component: Lecture
    This laboratory and lecture based course provides a systematic introduction to essential skills and applied theories pertinent of the training needs of biotechnologists. Topics include Safety, Quality Control, GMPs/SOPs, Documentation, Regulatory Requirements in the Biotechnology Laboratory, Measurements, Math in the Laboratory, Data Analysis, Basic Microbiological Techniques, Preparation of Specialized Solutions and Media, Preparation of Agarose and Polyacrylamide Gels.
    Allowed Units: 2 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MMSC 609 - Immunohematology I

    Credit(s): 2
    IMMUNOHEMATOLOGY I
    Component: Lecture
    Study of antigen and antibody systems of human red cells and compatibility testing of blood for transfusion.
    Repeatable for Credit: N Allowed Units: 2 Multiple Term Enrollment: N Grading Basis: Student Option
    COREQ: MEDT619 RESTRICTIONS: Open to MS in MLS students only.
    Course Typically Offered: Spring
  

  • MMSC 610 - Advanced Practicum I

    Credit(s): 2
    ADVANCED PRACTICUM I
    Component: Clinical
    Graduate practical internships in clinical and/or research laboratories. Students also participate in relevant continuing education activities and engage in other professionally-related activities.
    Allowed Units: 2 Multiple Term Enrollment: N Grading Basis: Student Option
  

  • MMSC 611 - Advanced Practicum II

    Credit(s): 2
    ADVANCED PRACTICUM II
    Component: Clinical
    Graduate practical internships in clinical and/or research laboratories. Students also participate in relevant continuing education activities and engage in other professionally-related activities.
    Allowed Units: 2 Multiple Term Enrollment: N Grading Basis: Student Option
 

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