Weak Implementation of Boundary Conditions for the Finite-Volume Method
Se bilaga (sid iv-v) under "Files & Access".The Euler equations consist of conservation laws and describe a fluid in motion without viscous forces and heat conduction. They are non-linear and the solutions are often discontinuous. Therefore proofs of convergence are hard to give and the existing results are lacking. A new concept are weakly imposed characteristic boundary conditions, where a priori given boundary data only enter the scheme
