Building physics with numerical applications

5 credits

The course mainly describes how to solve nonlinear partial differential equations. The equations describe time-dependent heat transport and moisture transport problems applied in the building construction contexts. The background to the governing equations is explained with help of the combination of physical balance equations and constitutive relations. Solutions to equations are developed using the finite element method for different types of boundary conditions and initial conditions. The finite element method is formulated in such a way that time-dependent equations can be solved, which means that the time is discretized in addition to the spatial discretization. Since moisture transport problems in particular are both a coupled and non-linear problem, a solution strategy is required where the residual to the equations can be minimized using the Newton-Raphson method. Derivation of the tangential stiffness in this type of nonlinear and coupled problems is explained in detail.

Växjö – the student city with a living campus

Just south of Växjö’s city centre you will find Linnaeus University’s campus. In Växjö, many students choose to live on campus.

Here you will have five minutes’ walking distance to friends, restaurants, lecture rooms, gym, grocery store, the University Library, nature trails, and student pubs. If you live in another part of Växjö, you can quickly get to the university by bus or bicycle.

With its 90 000 inhabitants, Växjö is one of the fastest growing cities in Sweden. Here you will find the famous Småland entrepreneurship spirit and a lot of companies, for instance within the IT industry – perfect for when you are looking for an internship position or a job. Växjö is also one of Europe’s greenest cities where you have easy access to nature, forest and lakes.

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Build your own degree

Did you know that you can combine single-subject courses to build your own degree? In this way, you can design your own degree based on your interests and the career you are aiming for. This does not apply to all courses so make sure to check with a study counsellor at the faculty. Learn more about how you can build your own degree and become unique on the labour market.