Czesław Bajer - publications        

Monographs

  1. C.I. Bajer, B. Dyniewicz, D. Pisarski, J.M. Bajkowski. Vibration control with smart materials. Biblioteka Mechaniki Stosowanej. IPPT PAN, Warszawa, 2015. ISBN 978-83-89687-92-0
  2. C.I. Bajer and B. Dyniewicz. Numerical Analysis of Vibrations of Structures under Moving Inertial Load. Springer, 2012. (appendix A.1, appendix A.2, appendix A.3, appendix A.4)
  3. C. Bajer. Metoda elementów czasoprzestrzennych w obliczeniach dynamiki konstrukcji. Biblioteka Mechaniki Stosowanej. IPPT PAN, Warszawa, 2009.
  4. C. Bajer. Numerical space-time modeling of dynamic contact problems (in Polish: Numeryczne modelowanie czasoprzestrzenne dynamicznych zagadnień kontaktowych). IFTR Reports, No. 5, 1997.

Journal publications

  1. J.M. Bajkowski, C.I. Bajer, B. Dyniewicz, J. Bajkowski, M. Leonowicz. Performance of a vibration damper using a new compressible magnetorheological fluid with microspheres. Smart Materials and Structures, 34(1):2025, 015041 (DOI: 10.1088/1361-665X/ad9cd7)
  2. B. Dyniewicz, M. Shillor, C. I. Bajer. An extended 2D Gao beam model. Meccanica, 59, pp. 169-181, 2024, DOI: 10.1007/s11012-023-01745-3
  3. Dai Zhao, B. Dyniewicz and C.I. Bajer. Smart elastic material with a moving local stiffness zone for reducing the effects of impact loading. Shock and Vibration. Vol. 2023, 10 pages, Article ID 6698248, 2023. DOI: doi.org/10.1155/1970/6698248
  4. B. Dyniewicz, J. M. Bajkowski, C. I. Bajer. Efficient Strategy for Space-Time Based Finite Element Analysis of Vibrating Structures. Computers and Mathematics with Applications, 148, pp. 70-80, 2023. (DOI: 10.1016/j.camwa.2023.08.002).
  5. J.M. Bajkowski, B. Dyniewicz, J. Bajkowski, C.I. Bajer. Modelling and identifying a pressurised dilatant sand to be used as a smart damping material. Mechanical Systems and Signal Processing. 184, 2023, pp. 109680 (DOI: https://doi.org/10.1016/j.ymssp.2022.109680)
  6. J.M. Bajkowski, B. Dyniewicz, C.I. Bajer, J. Bajkowski. Evaluation of instantaneous vibration parameters of a snowboard with a prototype granular dissipator. Sports Engineering, 25, 17, 2022. (DOI: https://doi.org/10.1007/s12283-022-00382-5).
  7. B. Dyniewicz, J.M. Bajkowski and C.I. Bajer. Effective Viscoplastic-Softening Model Suitable for Brain Impact Modelling. Materials 2022, 15, 2270 (DOI: https://doi.org/10.3390/ma15062270)
  8. J.M. Bajkowski, B. Dyniewicz, C.I. Bajer, J. Bajkowski. An experimental study on granular dissipation for the vibration attenuation of skis. Proceedings of the Institution of Mechanical Engineers, Part P: J Sports Engineering and Technology, 2020 (DOI: 10.1177/1754337120964015).
  9. M. Wasilewski, D. Pisarski and C.I. Bajer. Adaptive optimal control for seismically excited structures. Automation in Construction, 106, pp. 1-18, Article 102885, October 2019 (DOI: 10.1016/j.autcon.2019.102889).
  10. B. Dyniewicz, C.I. Bajer, K. L. Kuttler and M. Shillor. Vibrations of a Gao beam subjected to a moving mass. Nonlinear Analysis: Real World Applications. 50, pp. 342-364, December 2019 (DOI: 10.1016/j.nonrwa.2019.05.007).
  11. M. Wasilewski, D. Pisarski, R. Konowrocki, C.I. Bajer. A new efficient adaptive control of torsional vibrations induced by switched nonlinear disturbances. International Journal of Applied Mathematics and Computer Science, 29 (2), 285-303, 2019 (DOI: 10.2478/amcs-2019-0021).
  12. J. M Bajkowski, B. Dyniewicz, M. Gebik-Wrona, J. Bajkowski, C.I. Bajer. Reduction of the Vibration Amplitudes of a Harmonically Excited Sandwich Beam with Controllable Core. Mechanical Systems and Signal Processing, 129, pp. 54-69, 2019 (DOI: 10.1016/j.ymssp.2019.04.024).
  13. C.I. Bajer, B. Dyniewicz, M. Shillor. A Gao beam subjected to a moving inertial point load. Mathematics and Mechanics of Solids, 23 (3), pp. 461-472, 2018. (DOI: 10.1177/1081286517718229).
  14. J.M. Bajkowski, B. Dyniewicz, C.I. Bajer. Experimental Beam Structure With Magnetically Controlled Damping Blocks. Machine Dynamics Research, vol. 41 (1), pp. 77-88, 2017.
  15. T. Szmidt, D. Pisarski, C.I. Bajer, B. Dyniewicz. Double-beam cantilever structure with embedded intelligent damping block: Dynamics and control. Journal of Sound and Vibration, 401, pp. 127-138, 2017. (DOI: 10.1016/j.jsv.2017.04.033)
  16. C.I. Bajer, D. Pisarski, T. Szmidt, B. Dyniewicz. Intelligent damping layer under a plate subjected to a pair of masses moving in opposite directions. Journal of Sound and Vibration, 394, pp. 333-347, 2017 (DOI: 10.1016/j.jsv.2017.01.046).
  17. B. Dyniewicz, D.Pisarski, C.I. Bajer. Vibrations of a Mindlin plate subjected to a pair of inertial loads moving in opposite directions. Journal of Sound and Vibration, v. 386, pp. 265-282, 2017 (DOI: 10.1016/j.jsv.2016.09.027).
  18. M. Wasilewski, D. Pisarski, C.I. Bajer. Adaptive stabilization of partially damaged vibrationg structures. Machine Dynamics Research, 40 (1), pp. 65-82, 2016.
  19. J.M. Bajkowski, C.I. Bajer, B. Dyniewicz and D. Pisarski. Vibration control of adjacent beams with pneumatic granular coupler: an experimental study. Mechanics Research Communication, v. 78, pp. 51-56, 2016 (DOI: 10.1016/j.mechrescom.2016.10.005 ).
  20. D. Pisarski, T. Szmidt, C.I. Bajer, B. Dyniewicz and J.M. Bajkowski. Vibration control of double beam system with multiple smart damping members. Shock and Vibration, (DOI: 10.1155/2016/2438902), ID 2438902, pages 16, 2016.
  21. D.Pisarski, C.I. Bajer, B. Dyniewicz, M. Bajkowski. Vibration control in smart coupled beams subjected to pulse excitations. Journal of Sound and Vibration, v. 380, 2016, pp. 37-50.
  22. J.M Bajkowski, B. Dyniewicz, C.I. Bajer. Semi-active damping strategy for beams system with pneumatically controlled granular structure. Mechanical Systems and Signal Processing, v. 70-71, pp. 387-396, 2016.
  23. B. Dyniewicz, J.M Bajkowski, C.I. Bajer. Semi-active control of a sandwich beam partially filled with magnetorheological elastomer. Mechanical Systems and Signal Processing. vol. 60-61, pp. 695-707, 2015.
  24. J.M Bajkowski, B. Dyniewicz, C.I. Bajer. Damping properties of a beam with vacuum-packed granular damper. Journal of Sound and Vibration, vol. 341, pp. 74-85, 2015.
  25. B. Dyniewicz, R. Konowrocki, C.I. Bajer. Intelligent adaptive control of the vehicle-span/track system. Mechanical Systems and Signal Processing. v. 58-59, pp. 1-14, 2015.
  26. B. Dyniewicz, C.I. Bajer, J. Matej. Mass splitting of train wheels in the numerical analysis of high speed train-track interactions. Vehicle System Dynamics, 53(1) 51-67, 2015.
  27. B. Dyniewicz, A. Pręgowska, C.I. Bajer. Adaptive control of a rotating system. Mechanical Systems and Signal Processing, 43(1-2), pp. 90-102, 2014.
  28. B. Dyniewicz, C.I. Bajer, New consistent numerical modelling of a travelling accelerating concentrated mass, World J. of Mechanics, 2, 281-287, 2012.
  29. D. Pisarski, C.I. Bajer. Smart suspension system for linear guideways. J. Intell. Robot. Syst., 62, 2011, pp. 451-466.
  30. D. Pisarski, C.I. Bajer. Semi-active control of 1D continuum vibrations under a travelling load. Journal of Sound and Vibration, 329(2), 2010, pp. 140-149.
  31. B. Dyniewicz, C.I. Bajer. New feature of the solution of a Timoshenko beam carrying the moving mass particle, Archives of Mechanics, 62, 5, 1-15, 2010
  32. R. Konowrocki, C.I. Bajer. Vibrations of railroad due to the passage of the underground train, Archives of Transport, 22, 1, 61-82, 2010.
  33. B. Dyniewicz, C.I. Bajer, Symulacja komputerowa ruchomych obciążeń inercyjnych, Drogi i Mosty, 1, 5-30, 2010
  34. C.I. Bajer, B. Dyniewicz. Virtual functions of the space-time finite element method in moving mass problems. Comp. and Struct., 79(3), 2009, pp. 213-223.
  35. R. Konowrocki, Cz. Bajer. Friction rolling with lateral slip in rail vehicles. J. Theoret. Appl. Mech. 47(2), 2009.
  36. C.I. Bajer i B. Dyniewicz. Numerical modelling of structure vibrations under inertial moving load. Arch. Appl. Mech., 79(6-7), 2009, pp. 499 - 508.
  37. B. Dyniewicz i C.I. Bajer. Paradox of the particle's trajectory moving on a string. Arch. Appl. Mech., 79(3), 2009, pp. 213-223.
  38. D. Pisarski, Cz. Bajer. Aktywne tłumienie drgań struny i belki pod obciążeniem ruchomym. Drogi i Mosty, 4:71-87, 2009.
  39. C.I. Bajer i B. Dyniewicz. Space-time approach to numerical analysis of a string with a moving mass. Int. J. Numer. Meth. Engng., v. 78(10), 2008, pp. 1528-1543.
  40. B. Dyniewicz and C.I. Bajer. Discontinuous trajectory of the mass particle moving on a string or a beam. Machine Dyn. Probl., 31(3), pp. 66-79, 2007.
  41. R. Konowrocki i Cz. Bajer. Oddziaływanie między nawierzchnią drogi i kołem w obecności poślizgu bocznego. Zeszyty Naukowe Instytutu Pojazdów PW, 1(64):75-82, Warszawa, 2007.
  42. P. Tokaj and Cz. Bajer, Dynamika toru typu "Y" - narzędzia komputerowe w analizie dynamicznej toru. Zeszyty Nauk. Instytutu Pojazdów PW, 2(61)2006, pp. 151-160.
  43. P. Tokaj and Cz. Bajer, Tor z podkładami stalowymi klinowymi - narzędzia komputerowe w analizie dynamicznej toru. Drogi i Mosty, 2, 2006, pp. 5-35.
  44. Cz. Bajer, R. Bogacz. Propagation of perturbances generated in classic track, and track with Y-type sleepers. Arch. Appl. Mech., v. 74(11-12), 2005, pp. 754 - 761.
  45. R. Bogacz and Cz. Bajer. Dynamics of railway track. Machine Dynamics Problems. 2004, Vol. 28, No. 1, 7-16.
  46. Cz. Bajer, R. Bogacz, P. Tokaj, Dynamika toru z podkładami stalowymi typu Y. Symulacja w badaniach i rozwoju, Red. A. Tylikowski, A. Grzyb, 2004 pp. 17-26.
  47. R. Bogacz and Cz. Bajer. Dynamic phenomena in wheelset/track interaction. Prace Naukowe, Politechnika Radomska, Transport, 1(17) 2003, 33-38.
  48. R. Bogacz and Cz. Bajer. Wave phenomena in rolling contact problems. Applied Mechanics in the Americas, v. 9, pp. 125-128, 2001.
  49. R. Bogacz, Cz. Bajer. Dynamic analysis of rolling contact problem by the space-time element method. ZAMM, 80:S29-S32, 2000.
  50. Cz. Bajer, R. Bogacz, Sz. Imiełowski. Passive control of a beam subject to travelling inertial load. Engng. Tran., 48(3):283-292, 2000.
  51. R. Bogacz and Cz. Bajer. On modelling of contact problems in railway engineering. In Recent Advances in Applied Mechanics, J.T. Katsikadelis, D.E. Beskos and E.E. Gdoutos, Eds., Nat. Techn. Univ. of Athens, Greece, 2000, pages 77-86.
  52. R. Bogacz, Cz. Bajer. Active control of beams under moving load. J. Theor. and Appl. Mech., 38(3):523-530, 2000.
  53. C. Bajer, P. Małdyk and J. Kowalczewski. Hip joint implants - survey of numerical modeling J. Theor. Appl. Mech., 37(3):435-454, 1999.
  54. C. Bajer. The space-time approach to rail/wheel contact and corrugations problem. Comp. Ass. Mech. Eng. Sci., 5:267-283, 1998.
  55. C. Bajer, W. Kosiński. Numerical modelling of thermal waves via internal state variable approach. Comp. Ass. Mech. Eng. Sci., 2:307-319, 1995.
  56. C. Bohatier and C. Bajer. Kinematic approach for dynamic contact problems - the geometrical soft way method. Engng. Trans., 43(1-2):101-111, 1995.
  57. C. Bajer and C. Bohatier. The soft way method and the velocity formulation. Comp. and Struct., 55(6):1015-1025, 1995.
  58. C. Bajer and R. Bogacz. New formulation of the space-time finite element method for problems of evolution. Arch. Appl. Mech., 46(5):775-788, 1994.
  59. C. Bajer. Space-time finite element formulation for the dynamical evolutionary process. Appl. Math. and Comp. Sci., 3(2):251-268, 1993.
  60. C. Bajer, R. Bogacz and C. Bonthoux. Adaptive space-time elements in the dynamic elastic-viscoplastic problem. Comp. and Struct., 39:415-423, 1991.
  61. C.I. Bajer and C.G. Bonthoux. State-of-the-art in the space-time element method. Shock and Vibration Digest, 23(5):3-9, 1991.
  62. C. Bajer, G. Burkhard and F. Taltello. Anwendung der Methode der Raum-Zeit Elemente bei der dynamischen Untersuchung von Stahlbetonbauteilen. Bauplanung-Bautechnik, 43(7):320-323, 1989.
  63. C.I. Bajer. Adaptive mesh in dynamic problem by the space-time approach. Comp. Struct., 33(2):319-325, 1989.
  64. C. Bajer and A. Podhorecki. Space-time element method in structural dynamics. Arch. of Mech., 41:863-889, 1989.
  65. C.I. Bajer. Dynamics of contact problem by the adaptive simplex-shaped space-time approximation. J. de Mec. Theor. et Appl., 7:235-248, 1988. Special issue, supplement No. 1.
  66. C.I. Bajer and C.G. Bonthoux. State-of-the-art in true space-time finite element method. Shock and Vibration Digest, 20:3-11, 1988.
  67. C.I. Bajer. Notes on the stability of non-rectangular space-time finite elements. Int. J. Numer. Meth. Engng., 24:1721-1739, 1987.
  68. C. Bajer. Unconditionally stable variant of the application of the triangular space-time finite elements (in Polish). Archiwum Inżynierii Lądowej, 33:287-295, 1987.
  69. C.I. Bajer. Triangular and tetrahedral space-time finite elements in vibration analysis. Int. J. Numer. Meth. Engng., 23:2031-2048, 1986.
  70. C. Bajer. Matrix inversion in the case of sparse modification of coefficients (in Polish). Zeszyty Nauk., WSI, Zielona Gora, 1986.

Book chapters

  1. J.M. Bajkowski, B. Dyniewicz, C.I. Bajer, J. Bajkowski. Rheological Model and Parameter Identification of a Kinetic Sand Used as a Smart Damping Material. In: Wu, Z., Nagayama, T., Dang, J., Astroza, R. (eds) Experimental Vibration Analysis for Civil Engineering Structures. Lecture Notes in Civil Engineering, vol 224, 2023, pp. 657-664 Springer, Cham. https://doi.org/10.1007/978-3-030-93236-7_54 (ISSN:2366-2557, Online ISBN: 978-3-030-93236-7, Print ISBN: 978-3-030-93236-7)
  2. C.I. Bajer, A. Myslinski, A. Zochowski. B. Dyniewicz. Optimal control problems described by PDEs. In: Interactive computer environment for solving optimal problems-IDOS. Ed. R. Pytlak, ISBN 978-83-7798-044-6, 101-123, 2012.
  3. C.I. Bajer, A. Myslinski, A. Zochowski., B. Dyniewicz, D. Pisarski. Solving optimal control problems described by PDEs. In: Interactive computer environment for solving optimal problems-IDOS. Ed. R. Pytlak, ISBN 978-83-7798-044-6, 347-394, 2012.

Conference proceedings and post-conference publications

  1. B. Dyniewicz, C.I. Bajer. The Gao beam under a moving inertial load and harmonic compression. MATEC Web of Conferences, vol. 285, 3, pp. 1-8, 2019 (DOI: https://doi.org/10.1051/matecconf/201928500003).
  2. D.Pisarski, C.I. Bajer, B. Dyniewicz. Semi-active stabilization of smart structures subjected to impact excitation. 3rd Polish Congress of Mechanics and 21st International Conference on Computer Methods in Mechanics. Gdansk, 2015, pp. 805-806, ISBN 978-83-932107-4-9.
  3. T. Szmidt, C.I. Bajer. Finite displacement dynamic model of twin beams with controllable damper. 3rd Polish Congress of Mechanics and 21st International Conference on Computer Methods in Mechanics. Gdansk, 2015, pp. 813-814, ISBN 978-83-932107-4-9.
  4. B. Dyniewicz, J.M. Bajkowski, C.I. Bajer. Smart control in vibrations of structures. 6th World Conference on Structural Control and Monitoring (6WCSCM 2014), 15-17 June 2014, Barcelona, Spain, 2014, pp. 2227-2241.
  5. B. Dyniewicz, C.I. Bajer. Train/track dynamic inertial interaction at medium and high speed. 20th International Conference on Computer Methods in Mechanics, TS01-15-TS01-16, 2013.
  6. B. Dyniewicz, C.I. Bajer. Non-hertzian contact model in wheel/rail or vehicle/track system. Vibrations in Physical Systems, 25, 141-146, 2012.
  7. B. Dyniewicz, C.I. Bajer. General numerical description of a mass moving along a structure. Vibrations in Physical Systems, 25, 135-140, 2012.
  8. D. Pisarski, C. Bajer. Moving Load Passage Optimization via Semi-Active Control System. Computer Methods in Mechanics, CMM-2011, May 2011, Warsaw, Poland
  9. D. Pisarski, C.I. Bajer. On the semi-active control of carrying structures under moving a load, Vibrations in Physical Systems, 24, 325-330, 2010.
  10. B. Dyniewicz, C.I. Bajer. Numerical methods for vibration analysis of Timoshenko beam subjected to inertial moving load, Vibrations in Physical Systems, 24, 87-92, 2010.
  11. B. Dyniewicz, Cz. Bajer, The influence of inertia in moving load problems. Theoret. Foundations of Civil Engng. XIV, OW PW Warszawa 2009, pp. 73-80.
  12. C. Bajer and B. Dyniewicz. Moving inertial load and numerical modelling. Vibrations in Physical Systems, v. 13, 2008, pp. 65-70.
  13. B. Dyniewicz and C. Bajer. String-beam under moving inertial load. Vibrations in Physical Systems, v. 13, 2008, pp. 115-120.
  14. R. Konowrocki and Cz. Bajer, Vibrations due to the passage of a railway vehicle on straight and curved tracks. Vibrations in Physical Systems, v. 13, 2008. pp. 199-204.
  15. B. Dyniewicz, Cz. Bajer, General approach toproblems with moving mass. Theoret. Foundations of Civil Engng. XIV, OW PW Warszawa 2008, pp. 99-106.
  16. B. Dyniewicz, Cz. Bajer. Inertial loading moving on a string - discontinuous solution. Theoretical Foundations in Civil Engineering. OW PW, Warsaw, pp. 141-150, 2007.
  17. R. Konowrocki, R. Bogacz, Cz. Bajer, Badanie oddziaływania koła z drogą z uwzględnieniem poślizgów bocznych., Symulacja w Badaniach i Rozwoju, PTSK, PW, IPPT, Warszawa 2006, pp. 124-131.
  18. B. Dyniewicz, Cz. Bajer, Moving loads - analytical and numerical approaches. Theoret. Foundations of Civil Engng. XIV, OW PW Warszawa 2006, pp. 37-48.
  19. R. Konowrocki, Cz. Bajer, Investigation of the friction phenomenon in the wheel-road interaction. Vibrations in Physical Systems, v. 12, 2006, pp. 173-178.
  20. P. Tokaj, Cz. Bajer, Dynamika toru typu "Y" - narzędzia komputerowe w analizie dynamicznej toru. XVII konf. Pojazdy Szynowe, Kazimierz Dolny, 2006, pp. 537-544.
  21. R. Konowrocki, Cz. Bajer, Oddziaływanie koła z drogą z uwzględnieniem wpływu sił bocznych. XVII konf. Pojazdy Szynowe, Kazimierz Dolny, 2006, pp. 397-403.
  22. R. Konowrocki, R. Bogacz, Cz. Bajer, Badanie oddziaływania koła z drogą z uwzględnieniem poślizgów bocznych, PTSK 2005.
  23. Cz. Bajer, R. Bogacz, P. Tokaj. Dynamika toru z podkĹ,adami stalowymi typu Y. Symulacja w badaniach i rozwoju. Red. A. Tylikowski, A. Grzyb, 2004 pp. 17-26.
  24. Cz. Bajer i R. Bogacz. Dynamics of Y-type track. XXI Symp - Vibrations in Physical Systems - Poznań-Kiekrz 2004, pp. 93-96.
  25. Cz. Bajer i R. Bogacz. New concepts in track modelling. Theoretical Foundations of Civil Engineering - XII. OW PW, Warsaw 2004.
  26. Cz. Bajer, R. Bogacz, Wheel/track interaction - classical and Y-shaped sleepers. Mat. XII Polsko-Francuskiego Seminarium Mechaniki, pp. 65-74, 2004.
  27. R. Bogacz i Cz. Bajer. Dynamic phenomena in railway track - reasons and effects. PACAMM VIII, Eight Pan-American Congress of Applied Mechanics, pp. 346-349, 2004.
  28. Cz. Bajer, Time integration methods - still questions. Theoretical Foundations of Civil Engineering. W. Szcześniak, ed., v. 1. pp 45-54, Warsaw 2002.
  29. Cz. Bajer and R. Bogacz. Rolling Contact wave problem - numerical investigation. W. Szcześniak, ed., v. 1. pp 55-66, Warsaw 2002.
  30. Cz. Bajer, R. Bogacz, Contact problems in railway engineering - modelling methods. Conf. TRANSCOMP, Zakopane 2000.
  31. R. Bogacz and Cz. Bajer. Simulation of contact problem in railway engineering. Proc. of V Congress Simulation and Artificial Intiligence, Mexico-City, February 2000, pp. 181-190.
  32. Cz. Bajer, R. Bogacz and Sz. Imiełowski. Passive control of a beam subjected to travelling inertial load. Proc. Wehicle-Infrastructure Interaction. Zakopane, Sept. 26--Oct. 1, 1999.
  33. Cz. Bajer, R. Bogacz and Sz. Imiełowski. Simulation of passive approach to control of guideway subjected to a travelling inertial load. VI Warsztaty Naukowe PTSK, Bialystok, 25-27 Aug. 1999.
  34. Cz. Bajer and R. Bogacz. Dynamic contact problems in railway engineering. Proc. 13th European Simulation Multiconference, Warszawa, 1-4 June 1999, pp. 473-477.
  35. R. Bogacz, Cz. Bajer, Simulation of contact problems in railway engineering. In: Symulacja w badaniach i rozwoju. R. Bogacz and E. Kolodziejski, Eds., pp. 17-28, Warszawa 1998.
  36. J.J. Telega and Cz. Bajer. Contact problems in biomechanics of synovial joints: modeling and numerical analysis. Book of abstracts, Numerical Methods and Computational Mechanics, Miskolc, Hungary, pp. 112-113, 1998.
  37. C. Bajer, C. Bohatier and M. Sofonea. On an impact problem in viscoplasticity. Barcelona, 1995
  38. C. Bohatier, A. de la Lance and C. Bajer. Soil-wheel modeling and experiments. ETCE 94, ASME Conf. Proc., pp. 27-35, New Orleans, 1994.
  39. C. Bajer and C. Bohatier. Modelisation des systemes mecaniques sous sollicitations dynamiques et resolution numerique des problemes non lineaires associes. In Meth. Inform. de la Conception Industr., Mec. des Struc. Marseille, pp. 79-90, 1993.
  40. P. Ray, C. Bajer and C. Bohatier. Etude d'un systčme flexible en sollicitations dynamiques. 11čme Congrčs Français de Mécanique, sept. 1993, v. 5, 61-64.
  41. C. Bajer and C. Bohatier. Velocity formulation for metal forming by the space-time finite element method. In Int. Workshop on Mechanisms Des. and Anal. COMES'93, pp. 83-86, Clermont-Ferrand, 1993.
  42. C. Bajer and R. Bogacz. On the space-time element method applied to the dynamics of vehicle-road interaction. ZAMM, 71(4):T213-T216, 1991.
  43. Cz. Bajer and R. Bogacz. Dynamic contact problem with friction by the use of the space-time element method. ZAMM, 70(6):T674-T676, 1990.
  44. C. Bajer and C. Bohatier. Solution of thermomechanical problems by the space-time finite elements. In J.-L. Chenot, R.D. Wood, O.C. Zienkiewicz, editors, Numerical Methods in Industrial Forming Processes, pp. 215-219, Balkema, 1993.
  45. C. Bajer. Mesh r-adaptation in structural dynamics. In 12th IKM Conf., pp. 5-8, Weimar, 1990.
  46. C. Bajer and R. Bogacz. Dynamic contact problem by means of the space-time element method. In R. Gruber, J. Periaux and R.P. Shaw, editors, Proc. 5th Int. Symp. Numer. Meth. in Engng., pp. 313-318, Springer-Verlag, Lausanne, September 1989.
  47. C. Bajer and R. Bogacz. On the simulation of the generation of corrugations in the dynamic rolling contact problem by the space-time element method (in Polish). In Proc. IX Conf. Computer Meth. in Mech. (Metody Komputerowe w Mechanice), pp. 23-30, Politechnika Krakowska, 1989.
  48. C. Bajer. Multidimensional space-time elements of the symplex form (in Polish). In Proc. VIII Conf. Computer Meth. in Struct. Mech. (Metody Komputerowe w Mechanice Konstrukcji), pp. 13-20, Jadwisin, 1987.
  49. C. Bajer. Movable grid approach by the space-time element method. In 11th IKM Conf., pp. 5-8, Weimar, 1987.
  50. C. Bajer, G. Burkhard and F. Taltello. Accuracy of the space-time finite element method. In 11th IKM Conf., pp. 9-12, Weimar, 1987.
  51. C.I. Bajer and C.G. Bonthoux. A new numerical approach for dynamic problems of contact. In H. Cabannes and C. Citrini, editors, Euromech 209, Vibrations With Unilateral Constraints, pp. 80-89, Como, 1986.
  52. C. Bajer. Stability problems in the use of non-rectangular space-time finite elements (in Polish). In Proc. VII Conf. Computer Meth. in Struct. Mech. (Metody Komputerowe w Mechanice Konstrukcji), pp. 43-52, Gdynia, 1985.
  53. C.I. Bajer. Microcomputer applications of non-rectangular space-time finite elements in vibration analysis - direct joint-by-joint procedure. In R.A. Adey, editor, Engineering Software IV, Proc. 4th Int. Conf., Springer-Verlag, London, 1985.
  54. C. Bajer. Modeling of dynamic systems by the use of non-rectangular space-time finite elements (in Polish). In Zeszyty Naukowe Pol. Swietokrzyskiej, pp. 5-10, Kielce, 1984.
  55. C.I. Bajer. Non-stationary division by the space-time finite element method in vibration analysis. In M. Petyt and H.F. Wolfe, editors, Proc. Sec. Int. Conf. Recent Advances in Structural Dynamics, pp. 161-170, Southampton, 1984.
  56. C. Bajer. Non-rectangular space-time elements (in Polish). In Proc. VI Conf. Computer Meth. in Struct. Mech. (Metody Komputerowe w Mechanice Konstrukcji), pp. 19-28, Bialystok, 1983.

Reports

  1. C. Bajer, C. Bohatier and M. Sofonea. On existence and numerical approach of the solution for rigid-viscoplastic materials with friction. Rapport de Recherche No. 94-12, 1994. Univ. Blaise Pascal, Clermont-Ferrand, Lab. de Math. Appl. - CNRS URA 1501.
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