Items where Author is "Pongrácz, B."

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Number of items: 11.

2001

DateAuthor/TitleDocument Type
2001Pongrácz, B.
An algorithm for transforming a class of DAE models into a purely differential form
Conference or Workshop Item

2002

DateAuthor/TitleDocument Type
2002Pongrácz, B. and Szederkényi, Gábor and Hangos, Katalin
The effect of algebraic equations on the stability of process systems
Conference or Workshop Item

2003

DateAuthor/TitleDocument Type
2003Magyar, Attila and Ingram, G. and Pongrácz, B. and Szederkényi, Gábor and Hangos, Katalin
On some properties of quasi-polynomial ordinary differential equations and differential algebraic (QP-DAE) equations (Research report SCL-010/2003)
Book
2003Pongrácz, B. and Szederkényi, Gábor and Hangos, Katalin
The effect of algebraic equations on the stability of process systems modelled by differential algebraic equations
Conference or Workshop Item

2004

DateAuthor/TitleDocument Type
2004Pongrácz, B. and Ailer, P. and Szederkényi, Gábor and Hangos, Katalin
Nonlinear zero dynamics analysis and control of a low power gas turbine
Conference or Workshop Item
2004Pongrácz, B. and Ailer, P. and Szederkényi, Gábor and Hangos, Katalin
Stability of zero dynamics of a low-power gas turbine
Conference or Workshop Item
2004Pongrácz, B. and Ingram, G. and Hangos, Katalin
The structure and analysis of QP-DAE system models. (Research report SCL-004/2004)
Book

2005

DateAuthor/TitleDocument Type
2005Szederkényi, Gábor and Ailer, P. and Pongrácz, B.
Constrained control of a low power industrial gas turbine
Conference or Workshop Item
2005Ailer, P. and Pongrácz, B. and Szederkényi, Gábor
Constrained control of a low power industrial gas turbine based on input-output linearization
Conference or Workshop Item
2005Pongrácz, B. and Ailer, P. and Szederkényi, Gábor and Hangos, Katalin
Nonlinear zero dynamics analysis and control of a low power gas turbine. (Research report SCL-003/2005.)
Book
2005Pongrácz, B. and Szederkényi, Gábor and Hangos, Katalin
An algorithm for determining a class of invariants in quasi-polynomial systems. (Research report SCL-002/2005.)
Book
This list was generated on Sun Nov 17 03:06:48 2019 CET.