Domain decomposition and parameterized effective boundary conditions for Poisson's equation.
Chris Anderson
University of California, Los Angeles (UCLA)
Mathematics
In this talk I'll describe the use of domain decomposition techniques to construct effective boundary conditions for Poisson's equation; boundary conditions that incorporate the influence of an external domain with parameterized sources that is coupled to the computational domain.
Back to Workshop III: Boundary Conditions for Atomistic Simulations in Macroscopic Electrochemical Cells