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FE404 Mathematics for Renewable Energy

Course description for academic year 2020/2021

Contents and structure

Class is following the structuring of contents given in Croft and Davison (2015) 

Learning Outcome


Could use differentiation, integration, linear optimization, differential equations in systems relevant for renewable energy, Gaussian elimination


Be able to solve problems that are relevant to renewable energy, differentiation, integration, linear optimization, differential equations, Gaussian elimination


Have competence in how  to use differentiation, integration, linear optimization, differential equations in renewable energy; Gaussian elimination

Entry requirements


Recommended previous knowledge

MA 415,  FE 405

Teaching methods

Lectures, assignments

Compulsory learning activities

Requirements for active student participation in exercises and assignments


written exam, 4 hours

Characters: A-F

Examination support material


More about examination support material

Course reductions

  • FE400 - Energi, teknologi og miljø - Reduction: 6 studypoints