AKTU Finite Element Methods (BME053) Syllabus PDF – B.Tech 3rd Year
Finite Element Methods BME053
All syllabus, notes, question bank & PYQ for this subject
- English
- Semester 5
- 0 downloads
- 0 views
Syllabus — Finite Element Methods
Download PDFBME053 · 3 credits · L-T-P 3-0-0
Course Outcomes
| Course Outcome: Student will be able to | Bloom Taxonomy | |
| CO1 | Understand the basic concepts of FEM and its applications. | K2 |
| CO2 | Apply the procedure involved to solve a problem using Finite Element Methods. | K3 |
| CO3 | Develop the element stiffness matrices using different approach. | K3 |
| CO4 | Analyze 1D and 2D problem using different methods. | K4 |
| CO5 | Analyze the complex geometric problems through FEM software packages. | K4 |
Unit 1(8-Hours)
Introduction, exact solution vs approximate solution, principle of FEM, application of FEM, general procedure for finite element analysis, pre‐processing, solution, post processing, Stresses and Equilibrium; Boundary Conditions.
Unit 2(8-Hours)
Strain‐Displacement Relations, Stress–strain relations, Effect of temperature, various approximate methods: weighted residual method, variational or Rayleigh Ritz method, Galerkin’s method, principle of minimum potential energy.
Unit 3(8-Hours)
Basic element shapes, generalized co‐ordinates, polynomials, natural co‐ordinates in one‐two‐and three‐dimensions, Lagrange and Hermite polynomials, Application of Finite Element Methods to elasticity problems and heat conduction Problems.
Unit 4(8-Hours)
One dimensional problem of finite element model, Coordinates and Shape function, Potential‐energy approach, Galerkine approach, Assembly of Global Stiffness Matrix and Load Vector. Plane trusses:
Global and local coordinate system and stress calculation. Beams and Frames: finite element formulation and calculation of Shear Force and Bending Moment.
Unit 5(8-Hours)
Two‐dimensional problem using Constant Strain Triangles and Four‐node Quadrilateral, Problem modelling and Boundary conditions. Practical consideration in finite element applications, problem solving on a general purpose FEM software package like ANSYS, ABAQUS, NISA etc.
Text Books
- Chandrupatla, T. R. and Belegundu, A. K., Introduction to Finite Elements in Engineering, Pearson Education, India (2001).
- Rao, S. S., Finite element method in engineering, 5th Edition, Pergaman Int. Library of Science, 2010.
- Huebner, K. H., The Finite Element Method for Engineers, John Wiley, New York (2001).
- Logan, D. L., A first course in the finite element method,6th Edition, Cengage Learning, 2016.
Ratings & Reviews
No reviews yet — share your experience with this item.