[2] Dombóvári Zoltán; Jokin Munoa; Rachel Kuske; Gábor Stépán, Milling stability for slowly varying parameters,
PROCEDIA CIRP (eISSN: 2212-8271) accepted: pp. 1-4. (2018)
[3] Dombóvári, Z.; Bobor, K.; Szlancsik, A.; Ruben, M., Basic Regenerative Modelling of Axles Rolling Process, Proceeding on UTIS 2018, 8-10 November 2018, Antalya, Turkey, pp. 1-6.
[4] Dombóvári, Z.; Iglesias, A.; Molnár, T.G.; Habib, G.; Munoa, J.; Kuske, R.; Stépán, G., Experimental Observations on Unsafe Zones in Milling Processes, Philosophical Transactions of The Royal Society A - Mathematical Physical & Engineering Sciences, 377: (2153) pp. 20180125. (2019)
[5] Lehotzky, D.; Dombóvári, Z., Modeling and Stability of Milling Processes With Active Damping, Proceeding on ASME IDETC-CIE, MSNDC, 16-19 August 2019, Annaheim, CA, USA, pp. 1-10.
[7] Iglesias, A.; Munoa, J.; Dombóvári, Z., Stability of Variable Pitch Milling Tools in Interrupted Cutting Processes, Abstract on ASME IDETC-CIE, MSNDC, 16-19 August 2019, Annaheim, CA, USA, pp. 1.
[9] Dombovari, Z.; Bachrathy, D.; Stépán, G., Optimization of Edge Geometry of Cylindrical Milling Tools to Enhance Dynamic Stability, Proceeding on ASME IDETC-CIE, MSNDC, 16-19 August 2019, Annaheim, CA, USA, pp. 1-5.
[10] Lovasz, Z.; Dombóvári, Z., Root Iteration Method for Modal Parameter Identification, Extended Abstract on 35th Danubia-Adria Symposium on Advances in Experimental Mechanics, 25-28 September 2018, Sinaia, Romania, pp. 1-2.
[11] Dombóvári, Z.; Stépán, G., Marási Eljárások Lineáris Stabilitásának Vonzási Tartománya, Abstract and Plenary Talk on XIII. Magyar Mechanikai Konferencia, 27-29 August 2019, Miskolc, Hungary, pp. 1.
[12] Bobor, K.; Szlancsik, A.; Dombóvári, Z., Tengelygörgőzés Numerikus Mechanikai Szimulációja, Abstract on XIII. Magyar Mechanikai Konferencia, 27-29 August 2019, Miskolc, Hungary, pp. 1.
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