Strona główna
English version

Ekspert Politechniki Świętokrzyskiej

foto

dr hab. Amalia Pielorz

Wydział: Wydział Zarządzania i Modelowania Komputerowego
Jednostka: Katedra Informatyki i Matematyki Stosowanej
Stanowisko: profesor nadzwyczajny
E-mail: apielorz@tu.kielce.pl
Adres: Al. 1000-cia Państwa Polskiego 7, 25-314 Kielce
Telefon:413424290
Strony WWW:http://www.tu.kielce.pl
Obszar zainteresowań badawczychArea of research interest
Zastosowanie podejścia falowego w badaniach dynamicznych elementów maszyn, w których dominują odkształcenia podłużne, skrętne lub ścinanie.Application of the wave approach in dynamical investigations of machine elements taking into account longitudinal, torsional or shear deformations.
Języki komunikacjiLanguages of communication
polski, angielskiPolish, English
Oferta dla przemysłuOffer for the industry/economy
Badania drgań elementów maszyn w niekorzystnych warunkach pracy.Investigations of machine elements in dangerous work conditions.
Patenty, zgłoszenia patentowe, wzory użytkoweEmbracing patents, trademarks, utility models etc.
nie posiadamI have no
Informacje dodatkoweAdditional information
Publikacje

1. A.Pielorz, Application of two-dimensional approach in mechanical systems subject to longitudinal loadings, Mechanika Teoretyczna i Stosowana (Journal of Theoretical and Applied Mechanics), 33, No 1, 1995, 45-71.

2. A.Pielorz, Dynamic analysis of a nonlinear discrete-continuous torsional system by means of wave method, ZAMM, 75, 1995, 691-698.

3. A.Pielorz, Discrete-continuous models in the analysis of low structures subject to kinematic excitations caused by transversal waves, Mechanika Teoretyczna i Stosowana (Journal of Theoretical and Applied Mechanics), 34, No 3, 1996, 547-566.

4. W.Nadolski, A.Pielorz, The use of elastic waves in dynamic investigations of plane truss members, Archiwum Budowy Maszyn (The Archive of Mechanical Engineering). 43, Zeszyt 1, 1996, 105-123.

5. A.Pielorz, Two-dimensional and one-dimensional problems in torsional mechanical systems, ZAMM, 76, Suppl. 5, 1996, 387-388.

6. W.Nadolski, A.Pielorz, Nonlinear dynamic loads on gear teeth in discrete-continuous model of single gear transmission, Meccanica, 32,165-168, 1997.

7. A.Pielorz, Nonlinear discrete-continuous models in dynamic investigations of plane truss members, Engineering Transactions, 45, 133-152, 1997.

8. A.Pielorz, Nonlinear discrete-continuous models in the analysis of low structures subject to kinematic excitations caused by transversal waves, Journal of Theoretical and Applied Mechanics, 36, 979-999, 1998.

9. W.Nadolski, A.Pielorz, The influence of variable stiffness of teeth on dynamic loads in single gear transmission, Archive of Applied Mechanics, 68, 185-194, 1998.

10. A.Pielorz, W.Nadolski, Nonlinear loads on gear teeth in single gear transmission, Meccanica, 33, 101-104, 1998.

11. A.Pielorz, Non-linear vibrations of a discrete-continuous system with non-linearities having characteristic of a soft type, Journal of Sound and Vibration, 225(2), 375-389, 1999.

12. A.Pielorz, Discrete-continuous models in nonlinear dynamic investigations of selected physical systems, Engineering Transactions, 47, 155-171, 1999.

13. W.Nadolski, A.Pielorz, Theoretical investigations of nonlinear loads on gear teeth in single gear transmission, International Journal of Mechanical Sciences, 43, 299-311, 2001.

14. A.Pielorz, Vibrations of discrete-continuous models of low structures with a nonlinear soft spring, Journal of Theoretical and Applied Mechanics, 39, 153-174, 2001.

15. A.Pielorz, W.Nadolski, Dynamic analysis of nonlinear loads on gear teeth in discrete-continuous model of single gear transmission, Journal of Technical Physics, 42, 3, 337-348, 2001.

16. A.Pielorz, Application of equations with a retarded argument in physical systems, Lecture Notes in Computer Science, 2328, Springer-Verlag Berlin, 2002, 738-746, 4th International Conference Parrallel Processing and Applied Mathematics, Na³êczów, Poland, September 2001, Revised Papers, Edis.: R.Wyrzykowski, J.Dongarra, M.Paprzycki, J.Waśniewski.

17. A.Pielorz, Vibration problems in selected torsional mechanical systems, Meccanica, 38, 6, 731-738, 2003.

18. A.Pielorz, The investigation of the influence of a local elastic nonlinearity on vibrations of plane truss member, Engineering Transactions, 51, 1, 3-24, 2003.

19. A.Pielorz, Nonlinear equations for a thin beam, Acta Mechanica, 167, 1-12, 2004.

20. A.Pielorz, M.Skóra, Torsional vibrations of discrete-continuous systems with local nonlinearity having hard type characteristics, Journal of Theoretical and Applied Mechanics, 44, 949-962, 2006.

21. A.Pielorz, M.Skóra, Modeling of multimass systems torsionally deformed with variable inertia, Differential Equations and Nonlinear Mechanics, Vol. 2006, ID 20758, 1-11, 2006.

22. A.Pielorz, Nonlinear equations with a retarded argument in discrete-continuous systems, Mathematical Problems in Engineering, Volume 2007, Article ID 28430, 11 pages, doi: 10.1155/2007/28430.

23. A.Pielorz, M.Skóra, Torsional vibrations of discrete-continuous systems with a local nonlinearity having soft type characteristics, Journal of Theoretical and Applied Mechanics, 47, 1, 211-227, 2009.

24. A.Pielorz, M.Skóra, Analytical approach in torsional multi-mass discrete-continuous systems with variable inertia, Meccanica, 44, 121-131, 2009, doi 10.1007/s11012-008-9152-4.
25. A.Pielorz, Wave approach in nonlinear dynamic problems of multi-mass discrete-continuous systems, International Journal of Pure and Applied Mathematics, 50, 2, 269-274, 2009.

26. A.Pielorz, Vibrations of rod-rigid element systems with a local non-linearity, International Journal of Non-Linear Mechanics, 45, 2010, 888-894.

27. A.Pielorz, Wave Approach in discrete-continuous systems longitudinally deformed with variable rod cross-sections, University of Istanbul Faculty of Science the Journal of Mathematics, Physics and Astronomy, Vol. 3, Istanbul 2010, 147-160.

28. A.Pielorz, D.Sado, On regular and irregular nonlinear vibrations in torsional discrete-continuous systems, International Journal of Bifurcation and Chaos, 21, 10, 2011, 3073-3082, doi: 10.1142/S0218127411030386.

29. A.Pielorz, Wave approach in discrete-continuous systems torsionally deformed taking into account position-dependent inertia, Vibration Problems ICOVP 2011: The 10th International Conference on Vibration Problems 2011, Prague, Czech Republic, Sempember 5-8, 2011, Springer Proceedings in Physics 139, pp. 249-254, doi: 10.1007/978-94-007-2069-5_34, 2011

30. A.Pielorz, D.Sado, Regular and irregular vibrations in nonlinear discrete-continuous systems torsionally deformed, Vibration Problems ICOVP 2011: The 10th International Conference on Vibration Problems 2011, Prague, Czech Republic, Sempember 5-8, 2011, Springer Proceedings in Physics 139, pp. 139-144, doi: 10.1007/978-94-007-2069-5_19, 2011

31. A.Pielorz, D.Sado, Irregular vibrations in multi-mass discrete-continuous systems torsionally deformed, Latin American Journal of Solids and Structures, 10, 2013, 139-146.

32. A.Pielorz, D.Sado, Chaotic and regular vibrations in discrete-continuous systems torsionally deformed with local nonlinearities, Proceedings of 11th International Conference on Vibration Problems ICOVP 2013, Lisbon, Portugal, Sempember 9-12, 2013, pp. 1-7.

33. A.Pielorz, Dynamic analysis of torsional discrete-continuous systems with position-dependent variable inertia, Journal of Theoretical and Applied Mechanics, 52, 1, 2014, 107-115.
Publications

1. A.Pielorz, Application of two-dimensional approach in mechanical systems subject to longitudinal loadings, Mechanika Teoretyczna i Stosowana (Journal of Theoretical and Applied Mechanics), 33, No 1, 1995, 45-71.

2. A.Pielorz, Dynamic analysis of a nonlinear discrete-continuous torsional system by means of wave method, ZAMM, 75, 1995, 691-698.

3. A.Pielorz, Discrete-continuous models in the analysis of low structures subject to kinematic excitations caused by transversal waves, Mechanika Teoretyczna i Stosowana (Journal of Theoretical and Applied Mechanics), 34, No 3, 1996, 547-566.

4. W.Nadolski, A.Pielorz, The use of elastic waves in dynamic investigations of plane truss members, Archiwum Budowy Maszyn (The Archive of Mechanical Engineering). 43, Zeszyt 1, 1996, 105-123.

5. A.Pielorz, Two-dimensional and one-dimensional problems in torsional mechanical systems, ZAMM, 76, Suppl. 5, 1996, 387-388.

6. W.Nadolski, A.Pielorz, Nonlinear dynamic loads on gear teeth in discrete-continuous model of single gear transmission, Meccanica, 32,165-168, 1997.

7. A.Pielorz, Nonlinear discrete-continuous models in dynamic investigations of plane truss members, Engineering Transactions, 45, 133-152, 1997.

8. A.Pielorz, Nonlinear discrete-continuous models in the analysis of low structures subject to kinematic excitations caused by transversal waves, Journal of Theoretical and Applied Mechanics, 36, 979-999, 1998.

9. W.Nadolski, A.Pielorz, The influence of variable stiffness of teeth on dynamic loads in single gear transmission, Archive of Applied Mechanics, 68, 185-194, 1998.

10. A.Pielorz, W.Nadolski, Nonlinear loads on gear teeth in single gear transmission, Meccanica, 33, 101-104, 1998.

11. A.Pielorz, Non-linear vibrations of a discrete-continuous system with non-linearities having characteristic of a soft type, Journal of Sound and Vibration, 225(2), 375-389, 1999.

12. A.Pielorz, Discrete-continuous models in nonlinear dynamic investigations of selected physical systems, Engineering Transactions, 47, 155-171, 1999.

13. W.Nadolski, A.Pielorz, Theoretical investigations of nonlinear loads on gear teeth in single gear transmission, International Journal of Mechanical Sciences, 43, 299-311, 2001.

14. A.Pielorz, Vibrations of discrete-continuous models of low structures with a nonlinear soft spring, Journal of Theoretical and Applied Mechanics, 39, 153-174, 2001.

15. A.Pielorz, W.Nadolski, Dynamic analysis of nonlinear loads on gear teeth in discrete-continuous model of single gear transmission, Journal of Technical Physics, 42, 3, 337-348, 2001.

16. A.Pielorz, Application of equations with a retarded argument in physical systems, Lecture Notes in Computer Science, 2328, Springer-Verlag Berlin, 2002, 738-746, 4th International Conference Parrallel Processing and Applied Mathematics, Na³êczów, Poland, September 2001, Revised Papers, Edis.: R.Wyrzykowski, J.Dongarra, M.Paprzycki, J.Waśniewski.

17. A.Pielorz, Vibration problems in selected torsional mechanical systems, Meccanica, 38, 6, 731-738, 2003.

18. A.Pielorz, The investigation of the influence of a local elastic nonlinearity on vibrations of plane truss member, Engineering Transactions, 51, 1, 3-24, 2003.

19. A.Pielorz, Nonlinear equations for a thin beam, Acta Mechanica, 167, 1-12, 2004.

20. A.Pielorz, M.Skóra, Torsional vibrations of discrete-continuous systems with local nonlinearity having hard type characteristics, Journal of Theoretical and Applied Mechanics, 44, 949-962, 2006.

21. A.Pielorz, M.Skóra, Modeling of multimass systems torsionally deformed with variable inertia, Differential Equations and Nonlinear Mechanics, Vol. 2006, ID 20758, 1-11, 2006.

22. A.Pielorz, Nonlinear equations with a retarded argument in discrete-continuous systems, Mathematical Problems in Engineering, Volume 2007, Article ID 28430, 11 pages, doi: 10.1155/2007/28430.

23. A.Pielorz, M.Skóra, Torsional vibrations of discrete-continuous systems with a local nonlinearity having soft type characteristics, Journal of Theoretical and Applied Mechanics, 47, 1, 211-227, 2009.

24. A.Pielorz, M.Skóra, Analytical approach in torsional multi-mass discrete-continuous systems with variable inertia, Meccanica, 44, 121-131, 2009, doi 10.1007/s11012-008-9152-4.
25. A.Pielorz, Wave approach in nonlinear dynamic problems of multi-mass discrete-continuous systems, International Journal of Pure and Applied Mathematics, 50, 2, 269-274, 2009.

26. A.Pielorz, Vibrations of rod-rigid element systems with a local non-linearity, International Journal of Non-Linear Mechanics, 45, 2010, 888-894.

27. A.Pielorz, Wave Approach in discrete-continuous systems longitudinally deformed with variable rod cross-sections, University of Istanbul Faculty of Science the Journal of Mathematics, Physics and Astronomy, Vol. 3, Istanbul 2010, 147-160.

28. A.Pielorz, D.Sado, On regular and irregular nonlinear vibrations in torsional discrete-continuous systems, International Journal of Bifurcation and Chaos, 21, 10, 2011, 3073-3082, doi: 10.1142/S0218127411030386.

29. A.Pielorz, Wave approach in discrete-continuous systems torsionally deformed taking into account position-dependent inertia, Vibration Problems ICOVP 2011: The 10th International Conference on Vibration Problems 2011, Prague, Czech Republic, Sempember 5-8, 2011, Springer Proceedings in Physics 139, pp. 249-254, doi: 10.1007/978-94-007-2069-5_34, 2011

30. A.Pielorz, D.Sado, Regular and irregular vibrations in nonlinear discrete-continuous systems torsionally deformed, Vibration Problems ICOVP 2011: The 10th International Conference on Vibration Problems 2011, Prague, Czech Republic, Sempember 5-8, 2011, Springer Proceedings in Physics 139, pp. 139-144, doi: 10.1007/978-94-007-2069-5_19, 2011

31. A.Pielorz, D.Sado, Irregular vibrations in multi-mass discrete-continuous systems torsionally deformed, Latin American Journal of Solids and Structures, 10, 2013, 139-146.

32. A.Pielorz, D.Sado, Chaotic and regular vibrations in discrete-continuous systems torsionally deformed with local nonlinearities, Proceedings of 11th International Conference on Vibration Problems ICOVP 2013, Lisbon, Portugal, Sempember 9-12, 2013, pp. 1-7.

33. A.Pielorz, Dynamic analysis of torsional discrete-continuous systems with position-dependent variable inertia, Journal of Theoretical and Applied Mechanics, 52, 1, 2014, 107-115.
Słowa kluczoweDziedziny nauki
dynamika, układy dyskretno-ciągłe, podejście falowe, drgania regularne I nieregularne

dynamics, discrete-continuous systems, wave approach, regular and irregular vibrations
2.1 Matematyka
5.1 Mechanika
5.4 Eksploatacja maszyn