Dr. Clivaldo Oliveira
Associate ProfessorFederal University, Brazil
Highest Degree
Ph.D. in Automation and Control from University of Campinas, Brazil
Share this Profile
Area of Interest:
Selected Publications
- Varanis, M.V., A.M. Tusset, J.M. Balthazar, G. Litak, C. Oliveira, R.T. Rocha, A. N. and V. Piccirillo, 2020. Dynamics and control of periodic and non-periodic behavior of duffing vibrating system with fractional damping and excited by a non-ideal motor. J. Franklin Institute 357: 2067-2082.
CrossRef | Direct Link | - Varanis, M., J.P.C.V. Norenberg, R.T. Rocha, C. Oliveira, J.M. Balthazar and A.M. Tusset, 2020. A comparison of time-frequency methods for nonlinear dynamics and chaos analysis in an energy harvesting model. Brazilian J. Physics 50: 235-244.
CrossRef | Direct Link | - M.V.M. Varanis, A.G. Mereles, A.L. Silva, J.M. Balthazar, A.M. Tusset and C. Oliveira, 2019. Modeling and experimental validation of two adjacent portal frame structures subjected to vibro-impact. Latin Am. J. Solids and Struc., 16: 1-20.
CrossRef | Direct Link | - Balthazar, J.M., A.M. Tusset, R.M.L.R.F. Brasil, J.L.P. Felix and R.T. Rocha et al., 2018. An overview on the appearance of the Sommerfeld effect and saturation phenomenon in non-ideal vibrating systems (NIS) in macro and MEMS scales Nonlinear Dyn, 93: 19-40.
CrossRef | Direct Link | - Varanis, M., A.L. Silva, A.Mereles, C. de Oliveira and J.M. Balthazar, 2016. Instrumentation of a nonlinear pendulum using arduino. Rev. Interdisciplinar Pesquisa Engenharia-RIPE, 2: 1-10.
Direct Link | - Oliveira, C. and S.A. David, 2011. A control platform based on dynamic modeling of structures. Mech. Exp., 19: 145-151.
Direct Link | - David, S.A., C. Oliveira and D.D. Quintino 2011. Mathematical formulation of a coupled dynamic model for environmental business action planning. Sci. Eng., 1: 1-10.
- David, S.A and C. Oliveira, 2010. Educational experimental platform for studies of nonlinear dynamical systems. Uberlandia, 1: 1-7.
- David, S.A and C. Oliveira, 2010. An experimental platform for studies of nonlinear phenomena exhibiting periodic and non-periodic solutions. Proc. Brazilian Conf. Dynamics Control Applic., 1: 1-8.
Direct Link |