Abstract
A novel dynamic cloud method based on Delaunay graph mapping strategy
is proposed and the dynamic cloud method is used by algebraic mapping
principles, thus the points can be accurately redistributed in the
flow field without any iteration. In this method, the topology of
the gridless clouds is unchanged, so that the cloud regeneration
can be avoided. Besides the spatial discretization, a dual time-stepping
method is further implemented to solve two-dimensional unsteady Euler
equations. An explicit fourth-stage Runge-Kutta scheme is used to
advance the flow equations in pseudo time. Finally, the unsteady
transonic flows over two different oscillating airfoils are simulated.
Calculational results are in agreement with the experimental data.
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