Introduction in Matlab, 2 credits
Introduktionskurs i Matlab, 2 hp
TSRT04
Main field of study
No Main Field of StudyCourse level
First cycleCourse type
Programme courseExaminer
Emil BjörnsonDirector of studies or equivalent
Klas NordbergEducation components
Preliminary scheduled hours: 16 hRecommended self-study hours: 37 h
Main field of study
No Main Field of StudyCourse level
First cycleAdvancement level
G1XCourse offered for
- Computer Science and Engineering, M Sc in Engineering
- Biomedical Engineering, M Sc in Engineering
- Chemical Analysis Engineering, B Sc in Engineering
- Computer Science and Software Engineering, M Sc in Engineering
- Information Technology, M Sc in Engineering
- Applied Physics and Electrical Engineering, M Sc in Engineering
- Engineering Electronics, B Sc in Engineering
- Physics, Bachelor´s Programme
- Applied Physics and Electrical Engineering - International, M Sc in Engineering
- Computer Engineering, B Sc in Engineering
Entry requirements
Note: Admission requirements for non-programme students usually also include admission requirements for the programme and threshold requirements for progression within the programme, or corresponding.
Prerequisites
Linear algebra, ProgrammingIntended learning outcomes
MATLAB is a software for scientific computations that is used internationally by many engineers. The course intends to give a basic knowledge of MATLAB and practical experience of working with the software. Particular focus it put on the ability to perform basic computations and simulations, as well as visualising simulation results. The course can both be seen as a preparation to a large number of university courses where Matlab is used, and as a possibility to learn a powerful engineering software. After completing this course, the student is expected to be able to:
- use Matlab as a calculator both for scalars and matrices.
- use elementary functions and define variables.
- construct simple scripts and functions.
- use control structures (if-statements, for- and while-loops) in simple examples.
- visualise results of computations and data sets by self-explaining graphics.
- use the help system to learn new functions.
Course content
Interactive computations. Introduction to programming in MATLAB, using elementary methods. Advantages in documentation and comments to code. Plots and visualisation of computational results. Numerical calculations in linear algebra, (e.g. to solve linear equation systems). Solving basic engineering problems by dividing these into subproblems.
Teaching and working methods
The course consists of lectures and computer exercises.
Examination
LABA | Computer exercise | 2 credits | U, G |
Grades are given as ‘Fail’ or ‘Pass’.
Grades
Two-grade scale, U, GDepartment
Institutionen för systemteknikDirector of Studies or equivalent
Klas NordbergExaminer
Emil BjörnsonCourse website and other links
http://www.commsys.isy.liu.se/sv/student/kurser/TSRT04Education components
Preliminary scheduled hours: 16 hRecommended self-study hours: 37 h
Course literature
Additional literature
Compendia
Code | Name | Scope | Grading scale |
---|---|---|---|
LABA | Computer exercise | 2 credits | U, G |
Grades are given as ‘Fail’ or ‘Pass’.
Regulations (apply to LiU in its entirety)
The university is a government agency whose operations are regulated by legislation and ordinances, which include the Higher Education Act and the Higher Education Ordinance. In addition to legislation and ordinances, operations are subject to several policy documents. The Linköping University rule book collects currently valid decisions of a regulatory nature taken by the university board, the vice-chancellor and faculty/department boards.
LiU’s rule book for education at first-cycle and second-cycle levels is available at http://styrdokument.liu.se/Regelsamling/Innehall/Utbildning_pa_grund-_och_avancerad_niva.
Additional literature
Compendia
Note: The course matrix might contain more information in Swedish.
I | U | A | Modules | Comment | ||
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1. DISCIPLINARY KNOWLEDGE AND REASONING | ||||||
1.1 Knowledge of underlying mathematics and science (G1X level) |
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X
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LABA
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1.2 Fundamental engineering knowledge (G1X level) |
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X
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LABA
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1.3 Further knowledge, methods, and tools in one or several subjects in engineering or natural science (G2X level) |
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1.4 Advanced knowledge, methods, and tools in one or several subjects in engineering or natural sciences (A1X level) |
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1.5 Insight into current research and development work |
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2. PERSONAL AND PROFESSIONAL SKILLS AND ATTRIBUTES | ||||||
2.1 Analytical reasoning and problem solving |
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X
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LABA
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2.2 Experimentation, investigation, and knowledge discovery |
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2.3 System thinking |
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2.4 Attitudes, thought, and learning |
X
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X
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LABA
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2.5 Ethics, equity, and other responsibilities |
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3. INTERPERSONAL SKILLS: TEAMWORK AND COMMUNICATION | ||||||
3.1 Teamwork |
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X
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LABA
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3.2 Communications |
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X
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3.3 Communication in foreign languages |
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4. CONCEIVING, DESIGNING, IMPLEMENTING AND OPERATING SYSTEMS IN THE ENTERPRISE, SOCIETAL AND ENVIRONMENTAL CONTEXT | ||||||
4.1 External, societal, and environmental context |
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4.2 Enterprise and business context |
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4.3 Conceiving, system engineering and management |
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4.4 Designing |
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4.5 Implementing |
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X
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LABA
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4.6 Operating |
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5. PLANNING, EXECUTION AND PRESENTATION OF RESEARCH DEVELOPMENT PROJECTS WITH RESPECT TO SCIENTIFIC AND SOCIETAL NEEDS AND REQUIREMENTS | ||||||
5.1 Societal conditions, including economic, social, and ecological aspects of sustainable development for knowledge development |
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5.2 Economic conditions for knowledge development |
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5.3 Identification of needs, structuring and planning of research or development projects |
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5.4 Execution of research or development projects |
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5.5 Presentation and evaluation of research or development projects |
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