Untitled - University of New Orleans
Untitled - University of New Orleans
Untitled - University of New Orleans
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ENME 4783 Introduction to Robotics<br />
3 cr.<br />
Prerequisites: ENME 3735 or consent <strong>of</strong> department. Spacial description<br />
and transformations; forward kinematics; inverse kenetics;<br />
manipulator Jacobians; manipulator statics; and manipulator<br />
dynamics.<br />
ENME 4783G Introduction to Robotics<br />
3 cr.<br />
Prerequisites: ENME 3735 or consent <strong>of</strong> department. Spacial description<br />
and transformations; forward kinematics; inverse kenetics;<br />
manipulator Jacobians; manipulator statics; and manipulator<br />
dynamics.<br />
ENME 6024 Boundary Value Problems<br />
3 cr.<br />
Prerequisite: ENME 4023 or consent <strong>of</strong> department. A unified study<br />
<strong>of</strong> the techniques available for the solution <strong>of</strong> boundary value problems<br />
<strong>of</strong> the types found in advanced engineering analysis. Application<br />
to representative problems from specific areas <strong>of</strong> engineering.<br />
ENME 6028 Finite Element Methods Engr An<br />
3 cr.<br />
Prerequisites: ENME 3020 or consent <strong>of</strong> department. Formulation<br />
and solution <strong>of</strong> the finite element method for solving a wide class<br />
<strong>of</strong> engineering problems in the fields <strong>of</strong> solid and fluid mechanics.<br />
Weighted residual techniques, variational methods, and isoparametric<br />
element formulations are covered. Applications include linear<br />
transient analyses and material and geometric non-linearities.<br />
ENME 6090 Research Seminar<br />
0 cr.<br />
Students, faculty, or invited guest speakers will present their<br />
research activities in the field <strong>of</strong> mechanical engineering and/<br />
or engineering sciences. Graduate students in the MS and PhD programs<br />
with concentration in mechanical engineering are expected<br />
to register in this seminar (once for MS and twice for PhD students.)<br />
Students are encouraged to enroll in this course during their last<br />
year <strong>of</strong> studies. Grades will be assigned on a S/U basis and attendance<br />
is necessary for an S grade. This course will be <strong>of</strong>fered each<br />
semester and the class will meet weekly for one hour.<br />
ENME 6095 Advanced Mech Engr Problems<br />
1-6 cr.<br />
Individual projects in selected fields <strong>of</strong> mechanical engineering.<br />
Independent work under the direction <strong>of</strong> a faculty member on a<br />
subject <strong>of</strong> mutual interest. Student must find faculty sponsor. A<br />
written report will usually be required. Course may be repeated for<br />
credit but no more than a total <strong>of</strong> six credit hours may be applied<br />
toward a degree. Section number will correspond with credit to be<br />
earned.<br />
ENME 6096 Adv Spec Topics Mech Engr<br />
3 cr.<br />
Prerequisite: consent <strong>of</strong> department. Special lectures or independent<br />
study on subjects <strong>of</strong> current interest in the various fields <strong>of</strong><br />
mechanical engineering. May be taken for credit three times. No<br />
student may earn more than a total <strong>of</strong> nine hours <strong>of</strong> degree credit<br />
in courses ENME 4096, 4097, 6096, 6097, 6098.<br />
ENME 6097 Adv Spec Topics Mech Engr<br />
3 cr.<br />
Prerequisite: consent <strong>of</strong> department. Special lectures or independent<br />
study on subjects <strong>of</strong> current interest in the various fields <strong>of</strong><br />
mechanical engineering. May be taken for credit three times. No<br />
student may earn more than a total <strong>of</strong> nine hours <strong>of</strong> degree credit<br />
in courses ENME 4096, 4097, 6096, 6097, 6098.<br />
ENME 6098 Adv Spec Topics Mech Engr<br />
3 cr.<br />
Prerequisite: consent <strong>of</strong> department. Special lectures or independent<br />
study on subjects <strong>of</strong> current interest in the various fields <strong>of</strong><br />
mechanical engineering. May be taken for credit three times. No<br />
student may earn more than a total <strong>of</strong> nine hours <strong>of</strong> degree credit<br />
in courses ENME 4096, 4097, 6096, 6097, 6098.<br />
ENME 6354 Theory <strong>of</strong> Elasticity<br />
3 cr.<br />
Prerequisites: ENCE 6353 or consent <strong>of</strong> department. Plane stress and<br />
plane strain; two-dimensional problems in rectangular and polar<br />
coordinates; strain energy methods; complex variables in two-dimensional<br />
problems; the general equations <strong>of</strong> three-dimensional<br />
elasticity.<br />
ENME 6355 Theory Plates & Shells<br />
3 cr.<br />
(ENCE 6355 and ENME 6355 are cross-listed) Prerequisites: ENCE 6353<br />
and MATH 2221. Laterally loaded plates with various boundary conditions;<br />
elastic stability <strong>of</strong> plates; differential geometry <strong>of</strong> surfaces;<br />
equilibrium and strain equations; membrane theory <strong>of</strong> shells; shells<br />
<strong>of</strong> revolution with emphasis on cylindrical and spherical shells.<br />
ENME 6356 Mechs <strong>of</strong> Composite Materials<br />
3 cr.<br />
Prerequisites: ENCE 6353 or consent <strong>of</strong> department. Analysis <strong>of</strong><br />
stress, strain, and strength <strong>of</strong> fiber reinforced composite laminates.<br />
Topics include laminated plate theory, stress analysis <strong>of</strong> orthotropic<br />
plates, damage mechanisms, fatigue, impact, and environmental<br />
effects.<br />
ENME 6357 Fracture Mechanics<br />
3 cr.<br />
Prerequisite: ENME 6354 or 6355 or 6756 or consent <strong>of</strong> department.<br />
Stationary crack under static loading, energy balance and<br />
crack growth, crack initiation and growth, dynamic crack growth,<br />
fatigue, fracture <strong>of</strong> composite material.<br />
ENME 6362 Aerospace Composite Structures<br />
3 cr.<br />
Prerequisites: Mechanics <strong>of</strong> Materials or consent <strong>of</strong> the Department.<br />
Basic Theorems and principles in the theory <strong>of</strong> structures (strain<br />
energy, virtual displacement, minimum total potential energy),<br />
general theory <strong>of</strong> beams bending (warping, shear flow in multiflanged<br />
beams), general theory <strong>of</strong> torsion (shear center, multi-cell<br />
structures), plane stress problems, with application to design <strong>of</strong><br />
aerospace structures made <strong>of</strong> composite materials.<br />
ENME 6364 Advanced Composite Materials<br />
3 cr.<br />
Prerequisite: Consent <strong>of</strong> the Department. Thermal and Moisture<br />
Effects on Composite materials, Stress State <strong>of</strong> composite beams<br />
under long term loading, viscolastic displacement <strong>of</strong> beams, torsion<br />
<strong>of</strong> laminated beams. Optimum design <strong>of</strong> composite material<br />
structures, mechanics <strong>of</strong> sandwich structures.<br />
ENME 6720 Advanced Fluid Mechanics<br />
3 cr.<br />
Prerequisite: ENME 4720 or consent <strong>of</strong> department. Continuity;<br />
stream and potential function; irrotational flow; Laplace Euler and<br />
Bernoulli equations; standard patterns <strong>of</strong> flow; conformal transformations;<br />
Schwarz-Christ<strong>of</strong>fel theorem; and vortex motion.<br />
ENME 6721 Advanced Gas Dynamics<br />
3 cr.<br />
Prerequisite: ENME 4721. Derivation <strong>of</strong> the differential conservation<br />
equations for inviscid flows; unsteady wave motion; acoustic<br />
theory; shock tube relations; linearized supersonic flow; numerical<br />
techniques for steady supersonic flow; and viscous compressible<br />
flow.<br />
ENME 6723 Boundary Layer Theory<br />
3 cr.<br />
Prerequisite: ENME 4720 or consent <strong>of</strong> department. Fundamental<br />
laws <strong>of</strong> motion for a viscous fluid; laminar boundary layer; transition<br />
and separation; and turbulent boundary layer.<br />
ENME 6724 Viscous Flow<br />
3 cr.<br />
Prerequisites: ENME 3720 or consent <strong>of</strong> the department. Fundamental<br />
Equations <strong>of</strong> viscous fluid flow. <strong>New</strong>tonian viscous flow, Stokes<br />
assumptions, and exact solutions to Navier-Stokes equations. Order<br />
<strong>of</strong> magnitude analysis. Similarity solution. Integral equations <strong>of</strong><br />
viscous flow. Duct flow, free shear flow, creeping flows, and free<br />
convection flow. Introduction to flow instabilities and turbulence.<br />
ENME 6727 Turbulence<br />
3 cr.<br />
Prerequisites: ENME 3720 and 3020 or consent <strong>of</strong> Department. Fundamental<br />
mechanics <strong>of</strong> turbulence, wakes, jets and plumes. Structure<br />
<strong>of</strong> time averaged flows, flow instability, Reynolds stresses, spectral<br />
dynamics, and scales <strong>of</strong> turbulence. First order models: algebraic,<br />
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