Numerical Problem SolvingLaajuus (5 cr)

Objective

The aim of this course is to give students the essential theoretical background and practical skills to solve numerical engineering problems. The most relevant aspects of numerical studies with respect to the curriculum's content are covered in this course. Gradual development of theoretical contents towards practical skills helps students to increase their ability to solve real engineering problems.

Content

• Basics of numerical computation
• Interpolation and polynomial approximation
• Geometric transformations
• Convex optimisation
• Applied linear algebra
• Programming interfaces and relevant libraries

Assessment criteria, satisfactory (1)

The student
• has achieved the objectives of the course to a satisfactory level
• is able to identify, define and use concepts and models in the subject area of the course
• understands the conditions and principles of the development of expertise
• has completed the learning tasks required for the course to the minimum standard
• has developed their competences in such a way that they will be able to complete their future professional studies and eventually work in the field.

Assessment criteria, good (3)

The student
• has achieved the objectives of the course well, although there are still areas where knowledge and skills need to be improved
• has completed the learning tasks of the course at a satisfactory or good level
• has a good understanding of the concepts and models of the subject matter of the course and is able to carry out a reasoned analysis
• is able to apply what they have learned in learning and working life situations
• understands the importance of expertise in the field and is able to analyse their own expertise.

Assessment criteria, excellent (5)

The student
• has achieved the objectives of the course with excellent marks
• has completed the learning tasks of the course at a good or excellent level
• has an excellent command of the concepts and models of the subject matter of the course
• is able to analyse clearly and reasonably and propose practical development measures
• has a good ability to apply what they have learned in learning and working life situations
• is able to analyse expertise in their field and their own development towards expertise.