@TechReport{ it:2001-003,
author = {Karl H{\"o}rnell and Per L{\"o}tstedt},
title = {Adaptive Iteration to Steady State of Flow Problems},
institution = {Department of Information Technology, Uppsala University},
department = {Division of Scientific Computing},
year = {2001},
number = {2001-003},
month = feb,
abstract = {Runge-Kutta time integration is used to reach the steady
state solution of discretized partial differential
equations. Continuous and discrete parameters in the method
are adapted to the particular problem by minimizing the
residual in each step, if this is possible. Algorithms for
parameter optimization are devised and analyzed. Solutions
of the nonlinear Euler and Navier-Stokes equations for
compressible flow illustrate the methods.}
}