| Statuss(Aktīvs) | Izdruka | Arhīvs(0) | Studiju plāns Vecais plāns | Kursu katalogs | Vēsture |
| Course title | Finite Element Method |
| Course code | BūvZ6026 |
| Credit points (ECTS) | 3 |
| Total Hours in Course | 81 |
| Number of hours for lectures | 12 |
| Number of hours for seminars and practical classes | 12 |
| Independent study hours | 57 |
| Date of course confirmation | 10/03/2021 |
| Responsible Unit | Institute of Civil Engineering and Wood Processing |
| Course developers | |
| Dr. sc. ing., Bruno Ķirulis |
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| There is no prerequisite knowledge required for this course | |
| Course abstract | |
| This course covers the theoretical and practical aspects of using the Finite Element method in structural analysis. The content includes the basic finite element formulations, the effective implementation of these formulations in computer programs, and recommendations on the actual use of the methods in engineering practice. The course is intended for practicing engineers and scientists who want to solve structural design problems using modem and efficient finite element methods. | |
| Learning outcomes and their assessment | |
| Knowledge about implementing of technical information into Finite Element model.
Skills: Input data preparing for FEM analysis and interpretation of output data. Competence: understanding and ability to choose most appropriate models and software, according to building under design functions, materials and technogies. Examination |
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| Course Content(Calendar) | |
| 1. Structure schema discretization and Finite Elements (FE). 6 h.
2. Finite Element types – bars, beams, plates, shells. Elements degree of freedom. 2 h. 3. FE stiffness matrix and model grid stiffness matrix. Coordinate transformations. 4 h. 4. FEM eqution system in matrix form and computer algorithm in EXCEL. 4 h. 5. FEM algorithm realization for bar systems: trusses and frames. 6 h. 6. Analysis and visualisation of calculation results. 4 h. 7. The technical possibilities and user interface of most popular FEM program systems. 4 h. 8. Connection of FEM program systems with Building Information models (BIM). 2 h. |
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| Requirements for awarding credit points | |
| Credit test will be enrolled, if student is able to discuss on course problems and calculation results, to justify methods chosen. It is required positive assessment of workshop presentation, homework and final test. The exam must be passed. Examination in test mode about course topics. The examination assessment includes both homework and final test assessment. | |
| Description of the organization and tasks of students’ independent work | |
| Workshop with each student short presentation about one of course problems – solving and discussion. Homework – FEM model for simple structure – truss or frame. | |
| Criteria for Evaluating Learning Outcomes | |
| Credit test will be enrolled, if student is able to discuss on course problems and calculation results, to justify methods chosen. It is required positive assessment of workshop presentation, homework and final test. The exam must be passed. Examination in test mode about course topics. The examination assessment includes both homework and final test assessment. | |
| Compulsory reading | |
| 1. MacLeod, Iain A. Modern structural analysis: modelling process and guidance/ I.A. MacLeod. - London: Thomas Telford, 2005.
2. McCormac, Jack C. Structural analysis: using classical and matrix methods / Jack C. McCormac. - 4th ed. - Hoboken, NJ : John Wiley, c2007. 3. Bulavs, Felikss. Skaitlisko aprēķinu realizācijas metodes: būvniecības specialitātes studentiem / F. Bulavs, I. Kiščenko, I. Radiņš; Rīgas Tehniskā Universitāte. Būvmehānikas katedra. - Rīga: RTU Izdevniecība, 2008. 4. Hulse R., Cain J.A. Structural mechanics: worked examples. R. Hulse, J.A. Cain. Basingstoke: Palgrave Macmillan, 2009. |
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| Periodicals and other sources | |
| Būvmehānika - palīglīdzeklis studentiem [tiešsaiste]. Pieejams: www.llu.lv/buvmehanika, sadaļa “Galīgo elementu metode”, autors: B.Ķirulis | |
| Notes | |
| Compulsory Course for the Professional Master study programme “Civil Engineering” | |