Semester: |
7 |
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Course Code: |
CE5040 |
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Course Name: |
Computer Aided Structural Analysis and Design |
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Credit Value: |
2 (Notional hours: 100) |
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Prerequisites: |
CE3110 |
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Core/Optional |
Optional |
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Hourly Breakdown |
Lecture hrs. |
Tutorial hrs. |
Practical hrs. |
Assignment hrs. |
Independent Learning & Assessment hrs. |
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23 |
1 |
9 |
3 |
64 |
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Course Aim: To impart knowledge on finite element formulation and develop practical skills to solve real world engineering problems with the aid of a range of commercial finite element programs. Intended Learning Outcomes: On successful completion of the course, the students should be able to; ➢ explain the most suitable finite elements for modeling real world problems in civil engineering. ➢ model engineering structures using finite element software. ➢ analyze structures for external loading and interpret results. ➢ develop the practical skills to apply a range of software tools for the design of structural elements. |
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Course Content: ➢ Review of basis of finite element method: Spring element, Truss, beam elements, CST element. ➢ Analysis of frame buildings: Modeling of frame buildings, apply loads, and analyze under both gravity and lateral loads, automatic design of structural elements and compare with code-based calculations. ➢ Modal analysis: Eigen and Ritz vector analysis. ➢ Finite element formulation of plates and shells: Derivation of stiffness matrix for 4-node quadrilateral element, and higher- order elements; equivalent nodal forces; discretization error and convergence rate. ➢ Application of plates and shells: Modeling of reinforced concrete slabs, walls, foundations, water retaining structures, box culverts, post-tensioned slabs. ➢ Finite element formulation of solid element: Derivation of stiffness matrix for 8-node solid element, and higher-order elements; equivalent nodal forces; discretization error and convergence rate. ➢ Application of solid elements: Modeling of walls, RC beams and pile caps. ➢ Analysis of finite element models for different loading conditions: Construction stage analysis, short-term and long-term deflection analysis. ➢ Computer aided structural experimentation and comparison with experimental results. |
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Teaching /Learning Methods: Classroom lectures, computer-based exercises, hands on experience with software |
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Assessment Strategy: |
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Continuous Assessment 40% |
Final Assessment 60% |
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Details: Assignments 40% |
Theory (%) 60 |
Practical (%) - |
Other (%) - |
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Recommended Reading: ➢ Logan, D.L. (2016). A first course in the finite element method, Cengage Learning. ➢ Chopra, A.K. (2011). Dynamics of Structures, 4th edn, Prentice Hall (or any new edition). |