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Anthropology |
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ANTH 7810 - Archaeology I
Analyzes the transformation of societies based on a mobile, hunting-gathering adaptation to an agricultural economy with permanent villages and emerging political complexity. Models of the origin of agriculture and sedentism are reviewed and evaluated.
Credits: 3
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ANTH 7820 - Archaeology II
Examines the development of social ranking, operation of complex societies, and formation of the state. Case-studies from Old and New Worlds provide basis for evaluating classic and recent constructs proposed by anthropologists for the organization and collapse of chiefly society, theories on state formation, urbanism, and early empires.
Credits: 3
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ANTH 7830 - Seminar in North American Archaeology
Discusses current topics in the evolution of prehistoric cultures in North America. Emphasizes patterns in the development of organization, exchange, and subsistence.
Credits: 3
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ANTH 7850 - Archaeology of the Andes
An introduction to the archaeology of Andean South America (Peru, Bolivia, and Ecuador) from the first human settlement through the Spanish conquest of the Incas. The course examines the lifeways of the first Andeans, early monumentality and urbanism, the relationship between Andean environments and cultural developments, the economic and ideological underpinnings of Andean states, and their collapse.
Credits: 3
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ANTH 7855 - Historical Archaeology
Historical archaeology is the archaeological study of the continental and transoceanic human migrations that began in the fifteenth century, their effects on native peoples, and historical trajectories of the societies that they created. This course offers an introduction to the field. It emphasizes how theoretical models, analytical methods, and archaeological data can be combined to make and evlaluate credible inferences about the past.
Credits: 0
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ANTH 7870 - Advanced Topics in African Archaeology
An intensive examination of recent and important works pertaining to African archaeology, both in theory and in practice.
Credits: 3
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ANTH 7880 - African Archaeology
Surveys transformations in Africa from four million years ago to the present, known chiefly through archeology, and focusing on Stone and Iron Age societies in the last 150,000 years.
Credits: 3
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ANTH 7890 - Current Issues in Archaeology
Advanced seminar dealing with issues of current interest in archaeology. Topics are announced prior to each semester.
Credits: 3
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ANTH 7900 - Anthropology and Colonialism
Addresses three broad issues: how colonial encounters shaped anthropology; how they continue to influence the discipline; and how an awareness of them should recast current fieldwork and theory. Draws on and critiques the burgeoning literature in post-colonial theory as it concerns the agenda of anthropology.
Credits: 3
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ANTH 8410 - Seminar in the Teaching of Anthropology
Available for graduate students who are currently engaged as teaching assistants, this seminar aims to foster the effective design and conduct of classes, particularly sections.
Credits: 3
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ANTH 8559 - New Course in Anthropology
New course in the subject of anthropology.
Credits: 1 to 4
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ANTH 8998 - Non-Topical Research, Preparation for Research
For master’s research, taken before a thesis director has been selected.
Credits: 3 to 12
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ANTH 8999 - Non-Topical Research
For master’s thesis, taken under the supervision of a thesis director.
Credits: 3 to 12
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ANTH 9010 - Directed Readings
Directed Readings
Credits: 1 to 12
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ANTH 9020 - Directed Readings
Directed Readings
Credits: 1 to 12
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ANTH 9050 - Research Practicum
Research Practicum
Credits: 1 to 12
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ANTH 9060 - Research Practicum
Research Practicum
Credits: 1 to 12
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ANTH 9559 - New Course in Anthropology
New course in the subject of anthropology.
Credits: 1 to 4
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ANTH 9998 - Non-Topical Research, Preparation for Doctoral Research
For doctoral research, taken before a dissertation director has been selected.
Credits: 3 to 12
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ANTH 9999 - Non-Topical Research
For doctoral dissertation, taken under the supervision of a dissertation director.
Credits: 3 to 12
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Applied Mathematics |
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APMA 5070 - Numerical Methods
Introduces techniques used in obtaining numerical solutions, emphasizing error estimation. Includes approximation and integration of functions, and solution of algebraic and differential equations. Prerequisite: Two years of college mathematics, including some linear algebra and differential equations, and the ability to write computer programs in any language.
Credits: 3
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APMA 6020 - Continuum Mechanics with Applications
Introduces continuum mechanics and mechanics of deformable solids. Vectors and Cartesian tensors, stress, strain, deformation, equations of motion, constitutive laws, introduction to elasticity, thermal elasticity, viscoelasticity, plasticity, and fluids. Cross-listed as AM 602, CE 602, and MAE 602. Prerequisite: Instructor permission.
Credits: 3
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APMA 6130 - Mathematical Foundations of Continuum Mechanics
Describes the mathematical foundations of continuum mechanics from a unified viewpoint. Review of relevant concepts from linear algebra, vector calculus, and Cartesian tensors; kinematics of finite deformations and motions; finite strain measures; linearization; concept of stress; conservation laws of mechanics and equations of motion and equilibrium; constitutive theory; constitutive laws for nonlinear elasticity; generalized Hooke’s law for a linearly elastic solid; constitutive laws for Newtonian and non-Newtonian fluids; basic problems of continuum mechanics as boundary-value problems for partial differential equations. Cross-listed as AM 613. Prerequisite: Linear Algebra, Vector Calculus, Elementary PDE (may be taken concurrently).
Credits: 3
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APMA 6150 - Linear Algebra
Analyzes systems of linear equations; least squares procedures for solving over determined systems; finite dimensional vector spaces; linear transformations and their representation by matrices; determinants; Jordan canonical form; unitary reduction of symmetric and Hermitian forms; eigenvalues; and invariant subspaces. Prerequisite: Three years of college mathematics or instructor permission.
Credits: 3
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APMA 6240 - Nonlinear Dynamics and Waves
Introduces phase-space methods, elementary bifurcation theory and perturbation theory, and applies them to the study of stability in the contexts of nonlinear dynamical systems and nonlinear waves, including free and forces nonlinear vibrations and wave motions. Examples are drawn from mechanics and fluid dynamics, and include transitions to periodic oscillations and chaotic oscillations. Also cross-listed as MAE 624. Prerequisite: Undergraduate ordinary differential equations or instructor permission.
Credits: 3
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APMA 6340 - Numerical Analysis
Topics include the solution of systems of linear and nonlinear equations, calculations of matrix eigenvalues, least squares problems, and boundary value problems in ordinary and partial differential equations. Prerequisite: Two years of college mathematics, including some linear algebra, and the ability to write computer programs.
Credits: 3
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APMA 6370 - Singular Perturbation Theory
Analyses of regular perturbations; roots of polynomials; singular perturbations in ODE’s; periodic solutions of simple nonlinear differential equations; multiple-Scales method; WKBJ approximation; turning-point problems; Langer’s method of uniform approximation; asymptotic behavior of integrals; Laplace Integrals; stationary phase; and steepest descents. Examples are drawn from physical systems. Cross-listed as MAE 637. Prerequisite: Familiarity with complex analysis.
Credits: 3
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APMA 6410 - Engineering Mathematics I
Review of ordinary differential equations. Initial value problems, boundary value problems, and various physical applications. Linear algebra, including systems of linear equations, matrices, eigenvalues, eigenvectors, diagonalization, and various applications. Scalar and vector field theory, including the divergence theorem, Green’s theorem, Stokes theorem, and various applications. Partial differential equations that govern physical phenomena in science and engineering. Solution of partial differential equations by separation of variables, superposition, Fourier series, variation of parameters, d’ Alembert’s solution. Eigenfunction expansion techniques for nonhomogeneous initial-value, boundary-value problems. Particular focus on various physical applications of the heat equation, the potential (Laplace) equation, and the wave equation in rectangular, cylindrical, and spherical coordinates. Cross-listed as MAE 641. Prerequisite: Graduate standing.
Credits: 3
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APMA 6420 - Engineering Mathematics II
Further and deeper understanding of partial differential equations that govern physical phenomena in science and engineering. Solution of linear partial differential equations by eigenfunction expansion techniques. Green’s functions for time-independent and time-dependent boundary value problems. Fourier transform methods, and Laplace transform methods. Solution of a variety of initial-value, boundary-value problems. Various physical applications. Study of complex variable theory. Functions of a complex variable, and complex integral calculus, Taylor series, Laurent series, and the residue theorem, and various applications. Serious work and efforts in the further development of analytical skills and expertise. Cross-listed as MAE 642. Prerequisite: Graduate standing and APMA 641 or equivalent.
Credits: 3
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APMA 6430 - Statistics for Engineers and Scientists
Analyzes the role of statistics in science; hypothesis tests of significance; confidence intervals; design of experiments; regression; correlation analysis; analysis of variance; and introduction to statistical computing with statistical software libraries. Prerequisite: Admission to graduate studies.
Credits: 3
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APMA 6440 - Applied Partial Differential Equations
Includes first order partial differential equations (linear, quasilinear, nonlinear); classification of equations and characteristics; and well-posedness of initial and boundary value problems. Cross-listed as MAE 644. Prerequisite: APMA 642 or equivalent.
Credits: 3
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APMA 6548 - Special Topics in Applied Mathematics
Topics vary from year to year and are selected to fill special needs of graduate students. Prerequisite: Instructor permission.
Credits: 3
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APMA 6720 - Computational Fluid Dynamics I
Topics include the solution of flow and heat transfer problems involving steady and transient convective and diffusive transport; superposition and panel methods for inviscid flow; finite-difference methods for elliptic, parabolic, and hyperbolic partial differential equations; elementary grid generation for odd geometries; and primitive variable and vorticity-steam function algorithms for incompressible, multidimensional flows. Extensive use of personal computers/workstations including graphics. Cross-listed as MAE 672. Prerequisite: MAE 631 or instructor permission.
Credits: 3
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APMA 6993 - Independent Study
Detailed study of graduate-level material on an independent basis under the guidance of a faculty member.
Credits: 1 to 12
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APMA 6995 - Supervised Project Research
Formal record of student commitment to project research under the guidance of a faculty advisor. May be repeated as necessary.
Credits: 1 to 12
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APMA 7080 - Inelastic Solid Mechanics
Emphasizes the formulation of a variety of nonlinear models. Specific topics include nonlinear elasticity, creep, visco-elasticity, and elasto-plasticity. Solutions to boundary value problems of practical interest are presented in the context of these various theories in order to illustrate the differences in stress distributions caused by different types of material nonlinearities. Cross-listed as AM 708. Prerequisite: AM 602.
Credits: 3
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APMA 7140 - Nonlinear Elasticity Theory
This course describes the theory of finite (nonlinear) elasticity governing large deformations of highly deformable elastic solids. Both incompressible and compressible materials are considered. Also emphasized are instabilities (both material and geometric), normal stress effects, non-uniqueness, bifurcations and stress singularities. A variety of illustrative boundary-value problems are discussed which exhibit some of the foregoing features. Both physical and mathematical implications are considered. The results are applicable to rubber-like and biological materials and the theory serves as a prototype for more elaborate nonlinear theories of mechanics of continuous media. Cross listed as AM 714. Prerequisite: AM/APMA 602.
Credits: 3
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APMA 7340 - Numerical Solution of Partial Differential Equations
Topics include the numerical solution of elliptic equations by finite element methods; solution of time dependent problems by finite element and finite difference methods; and stability and convergence results for the methods presented. Prerequisite: One or more graduate courses in mathematics or applied mathematics.
Credits: 3
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APMA 7548 - Selected Topics in Applied Mathematics
Content varies annually; topics may include wave propagation theory, shell theory, control theory, or advanced numerical analysis. Prerequisite: Instructor permission.
Credits: 3
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APMA 7670 - Micromechanics of Heterogeneous Media
Includes averaging principles; equivalent homogeneity; effective moduli; bounding principles; self-consistent schemes; composite spheres; concentric cylinders; three phase model; repeating cell models; inelastic and nonlinear effects; thermal effects; isotropic and anisotropic media; and strength and fracture. Cross-listed as AM 767, and CE 767. Prerequisite: APMA 602.
Credits: 3
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APMA 7720 - Computational Fluid Dynamics II
A continuation of APMA 672. More advanced methods for grid generation, transformation of governing equations for odd geometries, methods for compressible flows, methods for parabolic flows, calculations using vector and parallel computers. Use of personal computers/workstations/supercomputer including graphics. Cross-listed as MAE 772. Prerequisite: APMA 672 or equivalent.
Credits: 3
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APMA 7993 - Independent Study
Detailed study of advanced graduate-level material on an independent basis under the guidance of a faculty member.
Credits: 1 to 12
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APMA 8548 - Advanced Topics in Applied Mathematics
Course content varies from year to year and depends on students’ interests and needs. See APMA 747 for possible topics. Prerequisite: Instructor permission.
Credits: 3
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APMA 8897 - Graduate Teaching Instruction
For master’s students.
Credits: 1 to 12
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APMA 8995 - Supervised Project Research
Formal record of student commitment to project research for Master of Applied Mathematics degree under the guidance of a faculty advisor. Registration may be repeated as necessary.
Credits: 1 to 12
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APMA 8999 - Non-Topical Research, Master’s Thesis
Formal record of student commitment to master’s thesis research under the guidance of a faculty advisor. Registration may be repeated as necessary.
Credits: 1 to 12
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APMA 9897 - Graduate Teaching Instruction
For doctoral students.
Credits: 1 to 12
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APMA 9999 - Non-Topical Research, Doctoral Thesis
Formal record of student commitment to doctoral research under the guidance of a faculty advisor. May be repeated as necessary.
Credits: 1 to 12
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Applied Mechanics |
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AM 6010 - Advanced Mechanics of Materials
Reviews basic stress-strain concepts and constitutive relations. Studies unsymmetrical bending, shear center, and shear flow. Analyzes of curved flexural members, torsion, bending, and twisting of thin walled sections. Cross-listed as CE 601. Prerequisite: Undergraduate mechanics and mathematics.
Credits: 3
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AM 6020 - Continuum Mechanics With Applications
Introduces continuum mechanics and mechanics of deformable solids. Topics include vectors and cartesian tensors, stress, strain, deformation, equations of motion, constitutive laws, introduction to elasticity, thermal elasticity, viscoelasticity, plasticity, and fluids. Cross-listed as APMA 602 and CE 602
Credits: 3
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AM 6030 - Computational Solid Mechanics
Analyzes of variational and computational mechanics of solids, potential energy, complementary energy, virtual work, Reissner’s principle, Ritz and Galerkin methods; displacement, force and mixed methods of analysis; finite element analysis, including shape functions, convergence and integration; and applications in solid mechanics. Cross-listed as CE 603.
Credits: 3
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AM 6040 - Plates and Shells
Topics include the classical analysis of plates and shells; plates of various shapes (rectangular, circular, skew) and shells of various shape (cylindrical, conical, spherical, hyperbolic, paraboloid); closed-form numerical and approximate methods of solution governing partial differential equations; and advanced topics (large deflection theory, thermal stresses, orthotropic plates). Cross-listed as CE 604. Prerequisite: APMA 641 and AM 601 or 602.
Credits: 3
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AM 6060 - Applied Boundary Element Analysis
Analyzes the fundamental concepts of Green’s functions, integral equations, and potential problems; weighted residual techniques and boundary element methods; poisson type problems, including cross-sectional analysis of beams and flow analyses; elastostatics; and other applications. Prerequisite: AM 671 or 603.
Credits: 3
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AM 6070 - Theory of Elasticity
Review of the concepts of stress, strain, equilibrium, compatibility; Hooke’s law (isotropic materials); displacement and stress formulations of elasticity problems; plane stress and strain problems in rectangular coordinates (Airy’s stress function approach); plane stress and strain problems in polar coordinates, axisymmetric problems; torsion of prismatic bars (semi-inverse method using real function approach); thermal stress; and energy methods. Cross-listed as CE 607. Prerequisite: AM 602 or instructor permission.
Credits: 3
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AM 6130 - Mathematical Foundations of Continuum Mechanics
Describes the mathematical foundations of continuum mechanics from a unified viewpoint. The relevant concepts from linear algebra, vector calculus, and Cartesian tensors; the kinematics of finite deformations and motions leading to the definition of finite strain measures; the process of linearization; and the concept of stress. Conservation laws of mechanics yield the equations of motion and equilibrium and description of constitutive theory leading to the constitute laws for nonlinear elasticity, from which the more familiar generalized Hooke’s law for linearly elastic solid is derived. Constitutive laws for a Newtonian and non-Newtonian fluid are also discussed. The basic problems of continuum mechanics are formulated as boundary value problems for partial differential equations. Cross-listed as APMA 613. Prerequisite: Linear algebra, vector calculus, elementary PDE (may be taken concurrently).
Credits: 3
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AM 6200 - Energy Principles in Mechanics
Analyzes the derivation, interpretation, and application of the principles of virtual work and complementary virtual work to engineering problems; related theorems, such as the principles of the stationary value of the total potential and complementary energy, Castigliano’s Theorems, theorem of least work, and unit force and displacement theorems. Introduces generalized, extended, mixed, and hybrid principles; variational methods of approximation, Hamilton’s principle, and Lagrange’s equations of motion. Uses variational theorems to approximate solutions to problems in structural mechanics. Cross-listed as CE 620. Prerequisite: Instructor permission.
Credits: 3
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AM 6210 - Analytical Dynamics
Topics include the kinematics of rigid body motion; Eulerian angles; Lagrangian equations of motion, inertia tensor; momental ellipsoid; rigid body equations of motion, Euler’s equation, force-free motion; polhode and herpolhode; theory of tops and gyroscopes; variational principles; Hamiltonian equations of motion, Poinsote representation. Prerequisite: Differential equations, undergraduate dynamics course.
Credits: 3
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AM 6220 - Waves
The topics covered are: plane waves; d’Alembert solution; method of characteristics; dispersive systems; wavepackets; group velocity; fully-dispersed waves; Laplace, Stokes, and steepest descents integrals; membranes, plates and plane-stress waves; evanescent waves; Kirchhoff’s solution; Fresnel’s principle; elementary diffraction; reflection and transmission at interfaces; waveguides and ducted waves; waves in elastic half-spaces; P, S, and Rayleigh waves; layered media and Love waves; slowly-varying media and WKBJ method; Time-dependent response using Fourier-Laplace transforms; some nonlinear water waves. Also cross-listed as MAE 622. Prerequisite: MAE/AM 602 Continuum Mechanics and Applications, or equivalent.
Credits: 3
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AM 6230 - Vibrations
Topics include free and forced vibrations of undamped and damped single-degree-of-freedom systems and undamped multi-degree-of-freedom systems; use of Lagrange’s equations; Laplace transform, matrix formulation, and other solution methods; normal mode theory; introduction to vibration of continuous systems. Cross-listed as CE 623. Prerequisite: Instructor permission.
Credits: 3
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AM 6280 - Motion Biomechanics
Focuses on the study of forces (and their effects) which act on the musculoskeletal structures of the human body. Based on the foundations of functional anatomy and engineering mechanics (rigid body and deformable approaches); students are exposed to clinical problems in orthopaedics and rehabilitation. Cross-listed as BIOM 628. Prerequisite: BIOM 603 or instructor permission.
Credits: 3
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AM 6310 - Fluid Mechanics I
Analyzes of hydrostatics, including surface tension; kinematics; non-inertial reference frames; rigorous formulation of conservation equations for mass, momentum, and energy; Euler and Bernoulli equations; vorticity dynamics; two-dimensional potential flow theory, complex potentials; applications to airfoils; the Navier-Stokes equations: selected exact and approximate solutions. Cross-listed as MAE 6310. Prerequisite: Instructor permission.
Credits: 3
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AM 6650 - Mechanics of Composite Materials
Analyzes the properties and mechanics of fibrous, laminated composites; 2-D and 3-D anisotropic constitutive equations; classical lamination theory; thermal stresses; material response and test methods; edge effects; design considerations; and computerized implementation. Cross-listed as CE 665. Prerequisite: ECE 206 and APMA 213.
Credits: 3
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AM 6660 - Stress Analysis of Composites
Analyzes 3-D anisotropic constitutive theory, interlaminar stresses, failure criteria, micromechanics, cylindrical bending, laminated tubes, laminated plates, damage mechanics, and hygro-thermal effects. Cross-listed as CE 666. Prerequisite: AM 665.
Credits: 3
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AM 6710 - Finite-Element Analysis
Introduces finite element methods for solving problems in heat transfer, fluid mechanics, solid mechanics, and electrical fields. Emphasizes the basics of one, two, and three-dimensional elements; applications to bars, electrical networks, trusses, conduction and convection heat transfer, ideal and viscous flow, electrical current flow, plane stress, plane strain, and elasticity; development of computer codes to implement finite element techniques. Cross-listed as MAE 6710. Prerequisite: Instructor permission.
Credits: 3
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AM 6750 - Theory of Structural Stability
Introduces the elastic stability of structural and mechanical systems. Topics include classical stability theory and buckling of beams, trusses, frames, arches, rings and thin plates and shells; derivation of design formulas; computational formulation and implementation. Cross-listed as CE 675. Prerequisite: Instructor permission.
Credits: 3
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AM 6910 - Special Problems in Applied Mechanics
Detailed study of special topics in mechanics.
Credits: 3
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AM 6920 - Special Problems in Applied Mechanics
Detailed study of special topics in mechanics.
Credits: 3
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AM 6993 - Independent Study
Detailed study of graduate course material on an independent basis under the guidance of a faculty member.
Credits: 1 to 12
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AM 6995 - Supervised Project Research
Formal record of student commitment to project research under guidance of a faculty advisor. Registration may be repeated if necessary.
Credits: 1 to 12
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AM 7030 - Thermal Structures
Topics include the fundamentals of thermal structural analysis; mechanical and thermodynamic foundations; formulation of heat transfer and thermal-structural problems; heat transfer in structures; thermal stresses in rods, beams, and plates; thermally induced vibrations; thermoelastic stability; and computational methods. Prerequisite: AM 602 or instructor permission; corequisite: AM 607.
Credits: 3
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AM 7040 - Theory of Shells
Introduces the nonlinear, thermoelastic theory of shells. Governing equations are derived by a mixed approach in which those equations of three-dimensional continuum mechanics that are independent of material properties are used to derive the corresponding shell equations, whereas the constitutive equations of shell theory which, unavoidably, depend on experiments, are postulated. Emphasizes efficient, alternative formulations of initial/boundary value problems, suitable for asymptotic or numerical solution, and discusses variational principles. Some comparisons made with exact, three-dimensional solutions. Prerequisite: AM 602 and 604.
Credits: 3
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AM 7080 - Inelastic Solid Mechanics
Emphasizes the formulation of a variety of nonlinear models. Specific topics include nonlinear elasticity, creep, visco-elasticity, and elasto-plasticity. Solutions to boundary value problems of practical interest are presented in the context of these various theories in order to illustrate the differences in stress distributions caused by different types of material nonlinearities. Cross-listed as APMA 708. Prerequisite: AM 602.
Credits: 3
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AM 7120 - Advanced Theory of Elasticity
Topics include generalized Hooke’s law, strain-energy density, uniqueness; classes of boundary value problems (Navier’s and Beltrami-Mitchell equations); torsion (Dirlichlet and Neumann problems); flexure; complex variable formulation of torsional (Dirlichlet and Neumann problems) and two-dimensional problems; general solution methodologies based on complex variable techniques and elements of potential theory for torsional and two-dimensional problems; three-dimensional problems; wave propagation; and energy methods. Prerequisite: AM 602 or instructor permission and AM 607.
Credits: 3
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AM 7140 - Nonlinear Elasticity Theory
Describes the theory of finite (nonlinear) elasticity governing large deformations of highly deformable elastic solids. New features not present in the linear theory are emphasized. These include instabilities (both material and geometric), normal stress effects, non-uniqueness, bifurcations and stress singularities. A variety of illustrative boundary value problems will be discussed which exhibit some of the foregoing features. Both physical and mathematical implications considered. The results are applicable to rubber-like and biological materials and the theory serves as a prototype for more elaborate nonlinear theories of mechanics of continuous media. Cross-listed as APMA 714. Prerequisite: AM 602.
Credits: 3
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AM 7250 - Random Vibrations
Topics include a review of probability theory; stochastic processes, with an emphasis on continuous, continuously parametered processes; mean square calculus, Markov processes, diffusion equations, Gaussian processes, and Poisson processes; response of SDOF, MDOF, and continuous linear and nonlinear models to random excitation; upcrossings, first passage problems, fatigue and stability the considerations; Monte Carlo simulation, analysis of digital time series data, and filtered excitation models. Cross-listed as CE 725. Prerequisite: Background in probability theory and vibration analysis.
Credits: 3
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AM 7290 - Selected Topics in Applied Mechanics
Subject matter varies from year to year depending on students’ interest and needs. Typical topics may include geophysics, astrodynamics, water waves, or nonlinear methods. Prerequisite: instructor permission.
Credits: 3
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AM 7320 - Fracture Mechanics of Engineering Materials
Develops the tools necessary for fatigue and fracture control in structural materials. Continuum fracture mechanics principles are presented. Fracture modes are discussed from the interdisciplinary perspectives of continuum mechanics and microscopic plastic deformation/fracture mechanisms. Cleavage, ductile fracture, fatigue, and environmental cracking are included, with emphasis on micromechanical modeling. Cross-listed as MSE 732. Prerequisite: MSE 731 or instructor permission.
Credits: 3
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AM 7670 - Micromechanics of Heterogeneous Media
Analyzes averaging principles, equivalent homogeneity, effective moduli, bounding principles, self-consistent schemes, composite spheres, concentric cylinders, three phase model, repeating cell models, inelastic and nonlinear effects, thermal effects, isotropic and anisotropic media, strength and fracture. Cross-listed as APMA 767 and CE 767. Prerequisite: AM 602.
Credits: 3
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AM 7993 - Independent Study
Detailed study of graduate course material on an independent basis under the guidance of a faculty member.
Credits: 1 to 12
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AM 8220 - Biomechanics
Topics include the rheological properties of biological tissues and fluids, with emphasis on methods of measurement and data organization; basic principles of continuum mechanics and their application to mechanical problems of the heart, lung, and peripheral circulation; criteria for selecting either lumped or continuous models to simulate mechanical interaction of biological systems (and mechanical prostheses) and application of such models under static and dynamic loading conditions. Cross-listed as BIOM 822. Prerequisite: Instructor permission.
Credits: 3
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AM 8987 - Graduate Teaching Instruction
For master’s students.
Credits: 1 to 12
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AM 8995 - Supervised Project Research
Formal record of student commitment to project research for Master of Engineering degree under the guidance of a faculty advisor. May be repeated as necessary.
Credits: 1 to 12
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AM 9897 - Graduate Teaching Instruction
For doctoral students.
Credits: 1 to 12
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Arabic |
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ARAB 5010 - Advanced Arabic I
The goal of this course is to increase the student’s knowledge of the Arabic language and culture via a communicative-based approach, meaning that though the students will be expected to learn grammatical structures emphasis will be placed on the functional usage of the language and on communication in context. Prerequisites: ARAB 2020 or equivalent, or instructor permission.
Credits: 3
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ARAB 5020 - Advanced Arabic II
The goal of this course is to increase the student’s knowledge of the Arabic language and culture via a communicative-based approach, meaning that though the students will be expected to learn grammatical structures emphasis will be placed on the functional usage of the language and on communication in context. Prerequisites: ARAB 3010 or equivalent, or instructor permission.
Credits: 3
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ARAB 5230 - Arabic Conversation and Composition
Emphasizes development of writing and speaking skills, with special attention to grammar, syntax, vocabulary, and the organization and style of different genres. Prerequisite: ARAB 302 or instructor permission.
Credits: 3
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ARAB 5240 - Advanced Arabic Conversation and Composition
Develops oral and written proficiency to an advanced level of fluency, with emphasis on speaking and writing. Prerequisite: ARAB 323 or equivalent, or instructor permission.
Credits: 3
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ARAB 5270 - Culture & Society of Contemp. Arab Mid. East
This course will address some of the religious, socio-political, and historical factors that have contributed to the shaping of the Arab Middle East and Arab identity(s) in the modern age. From the rise of Islam in the 7th century A.D., to the Ottoman Empire, to the colonial remapping of the Middle East during the period of the two World Wars,to the Gulf and Iraq wars, this course will help students gain an understanding of modern Arab culture.
Credits: 3
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ARAB 5280 - The History of the Arabic Language
Study of the history of Arabic and its development up to present days. Studies relation of Arabic to other languages that come in contact with it either through genetic relationship, such as Hebrew and Aramaic, or through conquest, such as Persian, Coptic, Berber, and others. Emphasizes external and internal factors of linguistic change. Prerequisite: At least one year of Arabic or Hebrew, and/or historical linguistics.
Credits: 3
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ARAB 5310 - Introduction to the Arab World and Its Languages
A general survey of the linguistic, geographical, historical, social, religious, cultural, and artistic aspects of the modern Arab world. Attention given to the Arabic language, family, gender relations, the Arab experience in the U.S., Arab American relations, the role of the past and of social change, and Arab art and music.
Credits: 3
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ARAB 5330 - Arabic of the Quran and Hadith I
Studies the language of the Quran and its exegesis, and the Hadith. Prerequisite: ARAB 202 or higher, or permission of instructor.
Credits: 3
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ARAB 5340 - Arabic of the Quran and Hadith II
Studies the language of the Quran, its exegesis, and the Hadith. Prerequisite: ARAB 333 or permission of instructor.
Credits: 3
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ARAB 5830 - Topics in Arabic Prose I
Emphasis on reading modern Arabic prose, and writing descriptive and narrative short essays. Prerequisite: ARAB 3020/5020 or equivalent, or instructor permission.
Credits: 3
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ARAB 5840 - Topics in Arabic Prose II
Exposure to selected reading material in modern Arabic prose, and writing of short essays, summaries, and descriptive pieces in Arabic. Prerequisite: ARAB 5830 or instructor permission.
Credits: 3
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ARAB 5850 - Media Arabic
Examination of electronic (television and radio) and print (newspapers, magazines, periodic publications) Arabic. Prerequisite: ARAB 583 and 584, or ARAB 301/501 and 302/502, or instructor permission.
Credits: 3
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ARAB 5860 - Nineteenth Century Arabic Prose
Examination of Arabic writing in the 19th century, a period of renaissance in the Arabic language. Prerequisite: ARAB 583 and 584, or instructor permission.
Credits: 3
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ARAB 5870 - Media Arabic II
A survey of print and electronic media, news and news reports, analysis, commentaries from or about the Arab world, intended to increase students’ familiarity with the language used in news as reported in Arabic-media venues. Prerequisite: ARAB 585, completion of ARAB 583 and 584 or permission of instructor.
Credits: 3
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ARAB 7010 - Modern Arabic Fiction (in Arabic
Studies the emergence of fiction as a genre in Arabic writing at the end of the 19th century and beginning of the 20th century, the development of this genre, its maturity, and its contribution to the creative process of fiction writing in the world. Prerequisite: ARAB 583 and 584, or instructor permission.
Credits: 3
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ARAB 7020 - Modern Arabic Drama (in Arabic
Studies the emergence of drama as a genre in Arabic writing at the end of the 19th century and beginning of the 20th century, the development of this genre, its maturity, and its contribution to the creative process of drama writing in the world. Prerequisite: ARAB 583 and 584, or instructor permission.
Credits: 3
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ARAB 7030 - Modern Arabic Poetry (in Arabic
Studies the development of Arabic Poetry in the 19th and 20th centuries, leading to the emergence of modern Arabic poetry in the fifth decade of the 20th century. Prerequisite: ARAB 583 and 584, or instructor permission.
Credits: 3
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