Category | Content |
---|---|
Module denotation (German) | Principle Analysis of Marine Structures |
Credit points and amount of work |
Faculty of Mechanical Engineering and Marine Technology Chair of Ship Structures |
Contact | Employees at Chair of Ship Structures |
Language | German |
Admission restriction | Non |
Module level | Master |
Mandatory participation restriction | Non |
Recommended participation restriction | Basic knowledge of Engineering Mechanics with respect to Statics, Dynamics and Mechanics of Materials. Fundamentals in Mathematics with respect to Analysis, Linear Algebra and Geometry as well as Differential Equations and Multivariable Calculus. Fundamentals of Ship and Offshore Structures as well as Ship Design. |
Assignment (Curricula) | M.Sc. Sustainable Maritime Engineering |
Relationship to other professional modules | Recommended participation restriction for „Advanced Analysis of Marine Structures“ and “Selected Topics of the Analysis of Marine Structures” |
Duration of module | 1 Semester |
Term of module | Every winter semester |
Educational objectives (expertise) |
Students perform strength assessment for marine structures, which is a basic ingredient for a save and economic design. Fundamentals of engineering mechanics to describe boundary value problems by differential equations in context of maritime applications are known. The Finite Element Method (FEM) is applied to solve mathematical models of physical problems in engineering analysis and maritime structural design. Students have basic knowledge of the FEM and the corresponding background. They perform linear structural analyses and obtain a critical evaluation of the numerical results. The FEM is an essential numerical method for structural analyses and for many other engineering applications. |
Content |
1. Theory of Linear Elasticity 2. Kirchhoff Plate Bending Theory 3. Saint Venant Torsion Theory 4. Torsion of Thin Walled Structures 5. Energy Methods and Variational Principles 6. Analysis of Grillages 7. Direct Stiffness Method 8. Fundamentals of Finite Element Method (FEM) |
Literature |
- Lecture Notes - S. Timoshenko and J.N. Goodier, Theory of Elasticity (3rd Edition), McGraw-Hill, 1970 - K.-J. Bathe, Finite Element Procedures, Prentice Hall, 2007 - O.C. Zienkiewicz, R.L. Taylor, The Finite Element Method, Elsevier Butterworth-Heinemann, 2005 |
Lecture hours per week per semester (SWS) |
Lecture 2 SWS Seminar 2 SWS Total 4 SWS * If no further information is given, read the notes carefully. |
Lecture 1 | Lecture / Principle Analysis of Marine Structures |
Lecture 2 | Seminar / Principle Analysis of Marine Structures |
Learning | Study of subject related literature, Exercises, Recapitulation of lecture notes |
Amount of work for students |
Attendence 60 hrs. Preparation for lecture notes and seminars 20 hrs. Recapitulation of lecture notes 50 hrs. Exercises 20 hrs. Preparation for exam 30 hrs. Total 180 hrs. * If no further information is given, read the notes carefully. |
Prerequisites for exam |
3 Exercises Announcement latest during the second week of lectures. |
Examination/Requirement for successful termination of the module (type and duration) |
Oral exam (30 Minutes) or written exam (180 Minutes) Announcement of exam format latest during the second week of lectures. |
Appointment for exam | Appointment for exam as given by specific study and examination regulations. |
Assessment of exam |
Assessment of exam as given by specific study and examination regulations. |
Notes |
Oral examinations are offered in English or German. Written examinations are only offered in English. The examinations take place in-person or online. In accordance with the General Examination Regulations (RPO), the written examination can also be taken as a multiple-choice examination, e-examination or home examination. The type of examination must be announced by the examiner in the second week of lectures at the latest. |
Date of latest modifications | |
Editor | |
Module number | 1552600 |
Status | Development phase |
Version | Alpha |