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ENGM 373H: Honors:Engineering Dynamics
3.00 Credits
University of Nebraska-Lincoln
Prereq: Good standing in the University Honors Program or by invitation; ENGM 223 or 223H; MATH 208. Motion of particles and rigid bodies under the action of forces and moments. Kinematics of plane motion: displacement, velocity, and acceleration. Kinetics of translation and rotation; work, energy and power; impulse, momentum and impact. Introduction to vibration analysis.
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ENGM 373H - Honors:Engineering Dynamics
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ENGM 380: Elements of Computer-aided Design
3.00 Credits
University of Nebraska-Lincoln
Lec 2, lab 2. Prereq: MATH 221; MECH 130 or CSCE 150E. Principles and techniques currently used for the computeraided design (CAD). Applications of interactive graphics devices for drafting, design, and analysis. Modelling and analogy of engineering systems. Elementary finite element, Bode, and numerical analyses. CAD case studies and term project.
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ENGM 380 - Elements of Computer-aided Design
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ENGM 399: Undergraduate Research and Thesis
3.00 Credits
University of Nebraska-Lincoln
Ind. Prereq: Permission. Engineering design or laboratory investigation that an undergraduate is qualified to undertake.
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ENGM 399 - Undergraduate Research and Thesis
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ENGM 447 /847: Advanced Dynamics
3.00 Credits
University of Nebraska-Lincoln
Prereq: ENGM 373 and MATH 221. Particle dynamics using Newton's laws, energy principles, momentum principles. Rigid body dynamics using Euler's equations and Lagrange's equations. Variable mass systems. Gyroscopic motion.
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ENGM 447 /847 - Advanced Dynamics
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ENGM 448 /848: Advanced Mechanics of Materials
3.00 Credits
University of Nebraska-Lincoln
Prereq: ENGM 373, 325. Stresses and strains at a point. Theories of failure. Thick-walled pressure vessels and spinning discs. Torsion of noncircular sections. Torsion of thin-walled sections, open, closed, and multicelled. Bending of unsymmetrical sections. Cross shear and shear center. Curved beams. Introduction to elastic energy methods.
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ENGM 448 /848 - Advanced Mechanics of Materials
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ENGM 450 /850: Introduction to Continuum Modeling
3.00 Credits
University of Nebraska-Lincoln
Prereq: MATH 221/821, ENGM 325 and 373. Basic concepts of continuum modeling. Development of models and solutions to various mechanical, thermal and electrical systems. Thermo-mechanical and electro-mechanical coupling effects. Differential equations, dimensional methods and similarity.
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ENGM 450 /850 - Introduction to Continuum Modeling
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ENGM 451 /851: Introduction to Finite Element Analysis
3.00 Credits
University of Nebraska-Lincoln
(3 cr) Matrix methods of analysis. Finite element stiffness method. Computer programs. Applications to structures and soils. Introduction to finite element analysis of fluid flow.
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ENGM 451 /851 - Introduction to Finite Element Analysis
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ENGM 452 /852: Experimental Stress Analysis I
3.00 Credits
University of Nebraska-Lincoln
Lec 2, lab 3. Prereq: ENGM 325. Investigation of the basic theories and techniques associated with the analysis of stress using mechanical strain gages, electric strain gages, brittle lacquer, photoelasticity, and membrane analogy.
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ENGM 452 /852 - Experimental Stress Analysis I
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ENGM 475: Introduction to Vibrations and Acoustics
3.00 Credits
University of Nebraska-Lincoln
Prereq: ENGM 373 and MATH 221. Linear response of one and two degree of freedom systems. Rotating imbalance, vibration isolation. Fundamentals of wave motion, vibrating strings and bars. Acoustic wave equation, acoustic impedances, sound propagation, traveling wave solutions, separation of variables. The Helmholtz resonator. Acoustic waves in pipes. Experiments in mechanical vibrations and acoustics.
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ENGM 475 - Introduction to Vibrations and Acoustics
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ENGM 480 /880: Numerical Methods in Engineering
3.00 Credits
University of Nebraska-Lincoln
Lec 3. Prereq: MATH 221/821; and Computer Programming. Linear Algebra recommended. Credit towards the degree cannot be earned in both CSCE/MATH 340/840 and ENGM 480/880. Numerical algorithms and their convergence properties in: solving nonlinear equations; direct and iterative schemes for linear systems of equations; eigenvalue problems; polynomial and spline interpolation; curve fitting; numerical integration and differentiation; initial and boundary values problems for Ordinary Differential Equations (ODEs) and systems of ODEs with applications to engineering; finite difference methods for partial differential equations (potential problems, heat-equation, wave-equation).
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ENGM 480 /880 - Numerical Methods in Engineering
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