366
C.-F. Dobrescu
3. P. Bratu, The behavior of nonlinear viscoelastic systems subjected to harmonic dynamic excitation, in The 9th International Congress on Sound and Vibration, University of Central Florida
Orlando, Florida, 8–11 July (2002)
4. P. Bratu, Dynamic response of nonlinear systems under stationary harmonic excitation, nonlinear acoustics and vibration, in 11th International Congress on Sound and Vibration, St.
Petersburg, 5–8 July, (2004), pp. 2767–2770
5. P. Bratu, Dynamic analysis in case of compaction vibrating rollers intended for road works, in
the 17th International Congress on Sound& Vibration, ICSV, Cairo, 18–22 July (2010)
6. P. Bratu, C. Debeleac, The analysis of vibratory roller motion, in Proceedings of the VII
International Triennial Conference Heavy Machinery—HM 2011, Session Earth-moving and
transportation machinery, Vrnjaˇ cka Banja, Serbia, 29 June–2 July, pp. 23–26 (2011). ISBN
978-86-82631-58-3
7. P. Bratu, A. Stuparu, S. Popa, N. Iacob, O. Voicu, The assessment of the dynamic respons
to seismic excitation for constructions equipped with base isolation systems according to the
Newton-Voigt-Kelvin model. Acta Tehnica Napocensis seria Appl. Math. Eng. 60(IV), 459–464
(2017)
8. P. Bratu, A. Stuparu, A. Leopa, S. Popa, The dynamic analyse of a construction with the
base insulation consisting in anti-seismic devices modeled as a Hooke-Voigt-Kelvin linear
rheological system. Acta Tehnica Napocensis seria Appl. Math. Eng. 60(IV), 465–472 (2018)
9. P. Bratu, A. Stuparu, S. Popa, N. Iacob, O. Voicu, G. Spanu, The dynamic isolation performances
analysis of the vibrating equipment with elastic links to a fixed base. Acta Tehnica Napocensis,
seria Appl. Math. Eng. 61(I), pp. 23–28 (2018)
10. C.F. Dobrescu, Highlighting the change of the dynamic response to discrete variation of soil
stiffness in the process of dynamic compaction with roller compactors based on linear rheological modeling, in ed. by N. Herisanu, V. Marinca Acoustics & Vibration of Mechanical
Structures II (vol. 801, 2015), 350 p. (ISBN 978–3-03835-628-8), pp. 242–248, [ISI Web of
Science (WoS)], disponibil la. 10.4028/www.scientific.net/AMM.801.242
11. C.F. Dobrescu, E. Br˘ agu¸ t˘ a Optimization of vibro-compaction technological process considering
rheological properties, in Proceedings of the 14th AVMS Conference, Timisoara, Romania, May
25–26, 2017, Springer Proceedings in Physics (vol. 198, 2017) ed. by N. Herisanu, V. Marinca,
pp. 287–293. ISSN 0930-8989. ISSN 1867-4941 (electronic). Springer Proceedings in Physics
ISBN 978-3-319-69822-9. ISBN 978-3-319-69823-6 (eBook). https://doi.org/10.1007/978-3319-69823-6
12. A. Leopa, C. Debeleac, S. N˘ astac, Simulation of vibration effects on ground produced by
technological equipments, in 12th International Multidisciplinary Scientific GeoConference
SGEM2012, Conference Proceedings, vol. 55, pp. 743–750 (2012). ISSN 1314-2704
13. P. Bratu, Evaluation of the dissipated energy in viscoelastic or hysteretic seismic isolators.
Rom. J. Acoust. Vib. 9(1), 53–56 (2012)
14. P. Bratu, Dynamic stress dissipated energy rating of materials with maxwell rheological behavior. Appl. Mech. Mater. 801, 115–121. 10.4028/www.scientific.net/AMM.801.115
(2015)
15. R.M. Morariu-Gligor, A.V. Crisan, F.M. ¸
Serdean, Optimal design of an one-way plate
compactor. Acta Technica Napocensis Ser. Appl. Math. Mech. Eng. 60(IV), 557–564 (2017)
16. R. Pint , oi, R. Bordos, E. Bragut , a, Vibration effects in the process of dynamic compaction of
fresh concrete and stabilized earth. J. Vib. Eng. Technol. 5. ISSN 2321–3558 (2017)
17. M.A. Mooney, R.V. Rinehart, Field monitoring of roller vibration during compaction of
subgrade soil. J. Geotech. Geoenviron. Eng. ASCE 133(3), 257–265 (2007)
18. M.A. Mooney, R.V. Rinehart, In-situ soil response to vibratory loading and its relationship to
roller-measured soil stiffness. J. Geotech. Geoenviron. Eng. ASCE 135(8), 1022–1031 (2009)
C.-F. Dobrescu
3. P. Bratu, The behavior of nonlinear viscoelastic systems subjected to harmonic dynamic excitation, in The 9th International Congress on Sound and Vibration, University of Central Florida
Orlando, Florida, 8–11 July (2002)
4. P. Bratu, Dynamic response of nonlinear systems under stationary harmonic excitation, nonlinear acoustics and vibration, in 11th International Congress on Sound and Vibration, St.
Petersburg, 5–8 July, (2004), pp. 2767–2770
5. P. Bratu, Dynamic analysis in case of compaction vibrating rollers intended for road works, in
the 17th International Congress on Sound& Vibration, ICSV, Cairo, 18–22 July (2010)
6. P. Bratu, C. Debeleac, The analysis of vibratory roller motion, in Proceedings of the VII
International Triennial Conference Heavy Machinery—HM 2011, Session Earth-moving and
transportation machinery, Vrnjaˇ cka Banja, Serbia, 29 June–2 July, pp. 23–26 (2011). ISBN
978-86-82631-58-3
7. P. Bratu, A. Stuparu, S. Popa, N. Iacob, O. Voicu, The assessment of the dynamic respons
to seismic excitation for constructions equipped with base isolation systems according to the
Newton-Voigt-Kelvin model. Acta Tehnica Napocensis seria Appl. Math. Eng. 60(IV), 459–464
(2017)
8. P. Bratu, A. Stuparu, A. Leopa, S. Popa, The dynamic analyse of a construction with the
base insulation consisting in anti-seismic devices modeled as a Hooke-Voigt-Kelvin linear
rheological system. Acta Tehnica Napocensis seria Appl. Math. Eng. 60(IV), 465–472 (2018)
9. P. Bratu, A. Stuparu, S. Popa, N. Iacob, O. Voicu, G. Spanu, The dynamic isolation performances
analysis of the vibrating equipment with elastic links to a fixed base. Acta Tehnica Napocensis,
seria Appl. Math. Eng. 61(I), pp. 23–28 (2018)
10. C.F. Dobrescu, Highlighting the change of the dynamic response to discrete variation of soil
stiffness in the process of dynamic compaction with roller compactors based on linear rheological modeling, in ed. by N. Herisanu, V. Marinca Acoustics & Vibration of Mechanical
Structures II (vol. 801, 2015), 350 p. (ISBN 978–3-03835-628-8), pp. 242–248, [ISI Web of
Science (WoS)], disponibil la. 10.4028/www.scientific.net/AMM.801.242
11. C.F. Dobrescu, E. Br˘ agu¸ t˘ a Optimization of vibro-compaction technological process considering
rheological properties, in Proceedings of the 14th AVMS Conference, Timisoara, Romania, May
25–26, 2017, Springer Proceedings in Physics (vol. 198, 2017) ed. by N. Herisanu, V. Marinca,
pp. 287–293. ISSN 0930-8989. ISSN 1867-4941 (electronic). Springer Proceedings in Physics
ISBN 978-3-319-69822-9. ISBN 978-3-319-69823-6 (eBook). https://doi.org/10.1007/978-3319-69823-6
12. A. Leopa, C. Debeleac, S. N˘ astac, Simulation of vibration effects on ground produced by
technological equipments, in 12th International Multidisciplinary Scientific GeoConference
SGEM2012, Conference Proceedings, vol. 55, pp. 743–750 (2012). ISSN 1314-2704
13. P. Bratu, Evaluation of the dissipated energy in viscoelastic or hysteretic seismic isolators.
Rom. J. Acoust. Vib. 9(1), 53–56 (2012)
14. P. Bratu, Dynamic stress dissipated energy rating of materials with maxwell rheological behavior. Appl. Mech. Mater. 801, 115–121. 10.4028/www.scientific.net/AMM.801.115
(2015)
15. R.M. Morariu-Gligor, A.V. Crisan, F.M. ¸
Serdean, Optimal design of an one-way plate
compactor. Acta Technica Napocensis Ser. Appl. Math. Mech. Eng. 60(IV), 557–564 (2017)
16. R. Pint , oi, R. Bordos, E. Bragut , a, Vibration effects in the process of dynamic compaction of
fresh concrete and stabilized earth. J. Vib. Eng. Technol. 5. ISSN 2321–3558 (2017)
17. M.A. Mooney, R.V. Rinehart, Field monitoring of roller vibration during compaction of
subgrade soil. J. Geotech. Geoenviron. Eng. ASCE 133(3), 257–265 (2007)
18. M.A. Mooney, R.V. Rinehart, In-situ soil response to vibratory loading and its relationship to
roller-measured soil stiffness. J. Geotech. Geoenviron. Eng. ASCE 135(8), 1022–1031 (2009)