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  1. 1.
    0321395 - ÚI 2009 CZ eng A - Abstract
    Lanzendörfer, Martin - Stebel, Jan
    On pressure boundary conditions for steady flows of incompressible fluids with pressure and shear rate dependent viscosities.
    SNA '09 - Seminar on Numerical Analysis & Winter School. Ostrava: Institute of Geonics AS CR, 2009 - (Blaheta, R.; Starý, J.). s. 71-75. ISBN 978-80-86407-60-9.
    [SNA '09 - Seminar on numerical analysis: modelling and simulation of challenging engineering problems. 02.02.2009-06.02.2009, Ostrava]
    R&D Projects: GA MŠMT LC06052; GA ČR(CZ) GA201/06/0352
    Institutional research plan: CEZ:AV0Z10300504
    Keywords : existence * weak solutions * incompressible fluids * non-Newtonian fluids * pressure dependent viscosity * shear dependent viscosity * inflow/outflow boundary conditions * pressure boundary conditions * filtration boundary conditions
    http://www.ugn.cas.cz/events/2009/sna/sbornik.pdf
    Permanent Link: http://hdl.handle.net/11104/0169957
     
     
  2. 2.
    0305347 - ÚI 2008 CZ eng A - Abstract
    Lanzendörfer, Martin
    On Journal Bearings and on the Incompressible Fluid Whose Viscosities Increase with Increasing Pressure.
    Seminar on Numerical Analysis. Modelling and Simulation of Chalenging Engineering Problems. Winter School. High-performance and Parallel Computers, Programming Technologies and Numerical Linear Algebra. Liberec: Technical University, 2008. s. 89-90. ISBN 978-80-7372-298-2.
    [SNA '08 - Seminar on numerical analysis: modelling and simulation of challenging engineering problems. 28.01.2008-01.02.2008, Liberec]
    Grant - others:GA ČR(CZ) GA201/06/0352
    Institutional research plan: CEZ:AV0Z10300504
    Keywords : existence * weak solutions * incompressible fluids * non-Newtonian fluids * pressure dependent viscosity * shear dependent viscosity
    Subject RIV: BA - General Mathematics
    Permanent Link: http://hdl.handle.net/11104/0158672
     
     
  3. 3.
    0086211 - ÚI 2008 CZ eng A - Abstract
    Lanzendörfer, Martin
    On the Incompressible Fluid Flow in a Journal Bearing, the Viscosity Depending on Pressure.
    Computational Linear Algebra with Applications. Prague: ICS AS CR, 2007. s. 58-58. ISBN 978-80-87136-00-3.
    [Harrachov 2007. 19.08.2007-25.08.2007, Harrachov]
    R&D Projects: GA ČR(CZ) GA201/06/0352
    Institutional research plan: CEZ:AV0Z10300504
    Keywords : continuum mechanics * incompressible fluid * viscous fluid * pressure-thickening, journal bearing * journal bearing
    Permanent Link: http://hdl.handle.net/11104/0148535
    FileDownloadSizeCommentaryVersionAccess
    0086211.pdf0457.5 KBPublisher’s postprintopen-access
     
     


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