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[1]
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E. Feireisl, J. Neustupa, and J. Stebel.
Convergence of a Brinkman-type penalization for compressible fluid
flows.
Preprint 13, Nečas Center for Mathematical Modeling, 2010.
Submitted to J. Differential Equations.
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[2]
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J. Stebel.
On shape stability of incompressible fluids subject to Navier's
slip.
Preprint 10, Nečas Center for Mathematical Modeling, 2010.
Submitted to J. Math. Fluid Mech.
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[3]
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M. Lanzendörfer and J. Stebel.
On a mathematical model of journal bearing lubrication.
Preprint 206, Institute of Mathematics of the Academy of Sciences of
the Czech Republic, 2010.
Submitted to Mathematics and Computers in Simulation.
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Abstract ]
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[4]
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J. Haslinger and J. Stebel.
Shape optimization for Navier-Stokes equations with algebraic
turbulence model: Numerical analysis and computation.
Preprint 26, Nečas Center for Mathematical Modeling, 2009.
Submitted to Appl. Math. Optim.
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[5]
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M. Lanzendörfer and J. Stebel.
On Pressure Boundary Conditions for Steady Flows of Incompressible
Fluids with Pressure and Shear Rate Dependent Viscosities.
Preprint 15, Nečas Center for Mathematical Modeling, 2008.
To appear in Appl. Math.
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[1]
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M. Bulíček, J. Haslinger, J. Málek, and J. Stebel.
Shape Optimization for Navier-Stokes Equations with Algebraic
Turbulence Model: Existence Analysis.
Applied Mathematics and Optimization, 60(2):185-212, 2009.
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[2]
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J. Stebel, R.A.E. Mäkinen, and J.I. Toivanen.
Optimal shape design in a fibre orientation model.
Applications of Mathematics, 52(5):391-405, 2007.
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[3]
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J. Haslinger, J. Málek, and J. Stebel.
Shape optimization in problems governed by generalised Navier-Stokes
equations: existence analysis.
Control and Cybernetics, 34(1):283-303, 2005.
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[1]
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M. Lanzendörfer and J. Stebel.
On boundary conditions for fluids with pressure dependent viscosity.
In R. Blaheta and J. Starý, editors, Modelling 2009. IMACS
Conference on Mathematical Modelling and Computational Methods in Applied
Sciences and Engineering. Institute of Geonics AS CR, 2009.
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[2]
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M. Lanzendörfer and J. Stebel.
On pressure boundary conditions for steady flows of incompressible
fluids with pressure and shear rate dependent viscosities.
In R. Blaheta and J. Starý, editors, SNA '09 - Seminar on
Numerical Analysis and Winter School, pages 71-75. Institute of Geonics AS
CR, 2009.
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http ]
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[3]
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J. Haslinger, J. Málek, and J. Stebel.
Shape optimization governed by generalized Navier-Stokes
equations.
In R. Blaheta and J. Starý, editors, SNA '07 - Modelling and
Simulation of Challenging Engineering Prolems, pages 91-94. Institute of
Geonics AS CR, 2007.
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[4]
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J. Haslinger, J. Málek, and J. Stebel.
Shape optimization in problems governed by generalised
Navier-Stokes equations: existence analysis.
IASME Trans., 2(6):905-910, 2005.
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Abstract ]
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[5]
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Jan Stebel.
Optimal shape design in a fibre orientation model.
In J. Safrankova, editor, WDS'05 Proceedings of Contributed
Papers: Part I - Mathematics and Computer Sciences, pages 167-172.
Matfyzpress, 2005.
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