Finite Element Analysis Training Courses and Workshops

Schools providing training courses, certificates, diplomas or degree programs of Finite Element Analysis




Total 36 training courses and degree programs available around the world.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Globe University - Wisconsin
Training Center(s)/Venue(s): Appleton, Eau Claire, La Crosse, Madison, Wausau, United States

This course is an introduction to finite
element analysis with a focus on practical implementation on structural
engineering problems. Finite element theory is discussed, including mesh
generation, proper element density, interfacing and boundary conditions.
Examples from various software packages are introduced.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Globe University Sioux Falls Campus
Training Center(s)/Venue(s): Sioux Falls, United States

This course is an introduction to finite
element analysis with a focus on practical implementation on structural
engineering problems. Finite element theory is discussed, including mesh
generation, proper element density, interfacing and boundary conditions.
Examples from various software packages are introduced.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Minnesota School of Business & Globe University
Training Center(s)/Venue(s): Blaine, Minneapolis, Richfield, Rochester, Woodbury, United States

This course is an introduction to finite
element analysis with a focus on practical implementation on structural
engineering problems. Finite element theory is discussed, including mesh
generation, proper element density, interfacing and boundary conditions.
Examples from various software packages are introduced.

finite element analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Ferris State University
Training Center(s)/Venue(s): Big Rapids, United States

An introduction to computer based solid modeling and finite element analysis. To include introduction to element types, boundary conditions, stiffness, heat transfer, significance of results.

Finite Element Analysis of Structures

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: University of California, Los Angeles
Training Center(s)/Venue(s): Los Angeles, United States

Direct energy formulations for deformable systems, solution methods for linear equations, analysis of structural systems with one-dimensional elements, introduction to variational calculus, discrete element displacement, force, and mixed methods for membrane, plate, shell structures, instability effects.

Introduction to Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: IIT Armour College of Engineering
Training Center(s)/Venue(s): Chicago, United States
  V

This course provides a comprehensive overview of the theory and practice of the finite element method by combining lectures with selected laboratory experiences . Lectures cover the fundamentals of linear finite element analysis, with special emphasis on problems in solid mechanics and heat transfer. Topics include the direct stiffness method, the Galerkin method, isoperimetric finite elements, equation solvers, bandwidth of linear algebraic equations and other computational issues. Lab sessions provide experience in solving practical engineering problems using commercial finite element software. Special emphasis is given to mesh design and results interpretation using commercially available pre- and post-processing software.

Nonlinear Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: IIT Armour College of Engineering
Training Center(s)/Venue(s): Chicago, United States

FEM as applied to nonlinear problems. Contact problems, the mechanics of large deformation, full and updated Lagrange formulations, review of plasticity, solution algorithms, Eulerian approaches, application to FEM to limit analysis.

Finite Element Analysis for Mechanical Engineering

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Milwaukee School of Engineering
Training Center(s)/Venue(s): Milwaukee, United States
  V

Application of the finite element method in the areas of stress analysis, heat transfer and fluid flow is covered in this course. Theoretical background is presented, and the interpretation of the results of the analysis as applied to the design process is stressed. Stress analysis includes 2-D and 3-D applications, contact problems and nonlinear analysis. Heat transfer analysis includes steady-state and transient, conduction and convection analysis in two and three dimensions. Fluid flow analysis also includes steady-state and transient, laminar and turbulent flow in two and three dimensions. This course stresses FEA as a design tool rather than the development of finite element theory. A commercial FEA program is used to perform the analysis, and illustrate and interpret the output

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Milwaukee School of Engineering
Training Center(s)/Venue(s): Milwaukee, United States

This course presents the application of the finite element method to building analysis. Topics include element stiffness matrices for beam, plate, shell and continuum elements, solution of equations, material models for steel and concrete, boundary conditions, and applied loading. (prereq: graduate standing)

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Marquette University Graduate School
Training Center(s)/Venue(s): Milwaukee, United States
  V

Basic field formulations using Maxwell&,#146,s electromagnetic field equations. General definitions and formulations of finite element discretization. Consideration of applications and method implementation. Application of the finite element method to engineering and design problems. Post processing, practical aspects and other considerations. Application of method involves the use of commercially available software packages as well as computer code developed during this course.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: St. Clair College
Training Center(s)/Venue(s): Windsor, Canada

An introductory course to finite element analysis (FEA) and the FEA software ANSYS. It involves simulation and analysis of simple and intermediate mechanical engineering problems. Topics include the Finite Element Method (FEM) and the logical sequence of steps involved in the development and analysis of finite element models. Steps include Preprocessing, Solution/Analysis, and Postprocessing.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Oklahoma State University - Tulsa
Training Center(s)/Venue(s): Tulsa, United States

Finite elements: formulation techniques, weighted residuals, variational techniques, shape functions and element types, isoparametric elements, convergence criteria, error analysis, and programming techniques. Applications to solid mechanics, structures, fluid mechanics, and heat transfer are discussed.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Cleveland State University
Training Center(s)/Venue(s): Cleveland, United States

Techniques in the formulation and application of the Finite Element method. Calculus of variation, potential energy and Galerkin formulations of element stiffness equations. Uniaxial, biaxial element, Isoparametric element formulations. Applications to plane stress, plane strain, and axisymmetric problems, solutions of engineering problems using computer software.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Center for Integrated Manufacturing Studies at RIT
Training Center(s)/Venue(s): Rochester, United States

Center for Integrated Manufacturing Studies at RIT is running a training course/program about Finite Element Analysis, or has provided such training courses/programs before. Please visit the official website of Center for Integrated Manufacturing Studies at RIT to check the availability of this course.

Computational Engineering Finite Element Analysis (Master Degree)

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: The University of Nottingham
Training Center(s)/Venue(s): Nottingham, United Kingdom
  V

Computational Engineering allows analysis of problems that would otherwise be almost impossible by traditional experimentation due to cost or safety for example. Virtual prototyping can provide modeling, analysis, simulation, optimization, and thus a safer and more cost effective alternative to investigate new engineering solutions. This course offers a solid grounding in modern computational engineering, with a strong solid mechanics emphasis. Students will gain multidisciplinary in-depth training in the application of finite element analysis (FEA) and related numerical and computational techniques which will prepare them either for a career in industry or research in an area where these tools play a significant role.

Students will experience the type of problems encountered by academic and industrial researchers, both via taught courses and project work on an individual and group basis. Written and oral presentations will be undertaken at various stages of the course. A substantial individual project will be undertaken, developing students’ ability to engage i... [Read More]

Distance - Finite Element Analysis (07-Mec-B10)

Course Format: E-learning
School/Trainer: Global Innovative Campus
Training Center(s)/Venue(s): Edmonton, Canada
  V

07-Mec-B10 Finite Element Analysis
Linear static analysis: basic concepts, shape functions, bar and beam elements, direct and energy-based formulations, simple coordinate transformations, element assembly, boundary conditions, equation solution. Planar model formulations, work equivalent loads. Isoparametric element formulation: Jacobian matrix, numerical integration, stress averaging. Modeling, common errors, convergence, and accuracy issues. Introductory 3D solids, solids of revolution, plates and shells. Thermal analysis: matrix formulation, steady state and transient response. Introductory nonlinear modeling and procedures: simple material nonlinearity, stress stiffening, contact interfaces.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: George Brown College
Training Center(s)/Venue(s): Toronto, Canada

George Brown College is running a training course/program about Finite Element Analysis, or has provided such training courses/programs before. Please visit the official website of George Brown College to check the availability of this course.

Finite Element Analysis

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Boise State University
Training Center(s)/Venue(s): Boise, United States

Theoretical development of finite element methods, solution algorithm formulation, and problem solving in stress analysis, heat transfer, and fluid flow

Finite Element Analysis and Solid Mechanics

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: Aston University
Training Center(s)/Venue(s): Birmingham, United Kingdom

Want to learn Finite Element Analysis and Solid Mechanics? Aston University has such training program available, or provided Finite Element Analysis and Solid Mechanics training courses in the past. It may also provide you a customized or flexible training solution according to your specific requirement. Please click on the training course title to find the contact information and discuss your study plan with Aston University's representative directly.

Finite Element Methods in Mechanical Engineering

Course Format: Public Course / Instructor-Led / Open Enrollment
School/Trainer: New Jersey Institute of Technology
Training Center(s)/Venue(s): Newark, United States

Using variational formulation and Ritz approximation, element equations for bar, beam, potential flow, heat transfer, torsion of a solid bar and plane elasticity problems are derived and solved with computer programs.

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