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The present study uses a new mixed basis formulation of the Navier Stokes equations to numerically simulate turbines on a complex terrain.
This article proposes a novel mixed basis formulation of the governing conservation equations for general curvilinear non-orthogonal grids with the physical covariant velocity as the primary solution variable.
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The new mixed variational formulation (14 - 15) has a unique solution.
The discrete mixed variational formulation (25 - 26 25 - 26unique solution.
That is to say, the new mixed variational formulation (14 - 15 14 - 15unique solution.
In the following, the problem description is formalized and a mixed integer formulation is given.
Each single-objective problem is solved by a metaheuristic based on a mixed integer formulation.
The mixed integer formulation for this problem is developed as follows.
The latter were designed so that the mixed coating formulation could be prepared without breaking.
A mixed integer formulation and an adaptive large neighborhood search heuristic are proposed.
The first biharmonic boundary value problem in mixed weak formulation is considered.
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