Publications

*If you are unable to download a publication please email oded@technion.ac.il noting journal name and year in the subject line.

2020 – current

• Berghaus T., Gottlieb O., Miloh T and Slepyan GY, “Nonlinear dynamics of an optically excited chiral nano-spheroid in a stationary fluid“, IEEE-COMCAS-2023 Int. Conf. on Microwaves, Antennas, Communications, & Electronic Systems, Tel Aviv Israel, 9-11 July 2024.
• Shmulman C., Hacker E. and Gottlieb, O., “Asymptotic model-based estimation of nonlinear viscoelastic damping in magnetomotive nanowires”, European Nonlinear Dynamics Conf., MS-10, 1-2, Delft, Netherlands, 22-26 July 2024.
• Vaknin Y. Boymelgreen A., Gottlieb O. and Miloh T., “Electrophoretic bifurcation structure of a Janus nano-sphere under gravity“, European Conf on Fluid Dynamics, Aachen Germany,16-20 Sept. 2024.
• Yakir G., Levi Y. and Gottlieb O., “Bifurcations and Chimera States in Self-Excited Inertia Wheel Pendulum Arrays”,  NODYCON-2023  Int Nonlinear Dynamics Conf,  Rome Italy, 18-22 June 2023.
• Kumar A. and Gottlieb O., “The response of nonlinear circular viscoelastic panels to electrodynamic excitation,” NODYCON-2023 Int Nonlinear Dynamics Conf,  Rome Italy, 18-22 June 2023.
• Berghaus T., Miloh T., Gottlieb O. and Slepyan GY, “Theory of edge effects and conductance for applications in graphene-based nano-antennas”, Applied Sciences, 13, 2221, 1-18, 2023.
• Levi Y., Yakir G. and Gottlieb, O, “Chimera states in elastically coupled self-excited underactuated rigid-body arrays“, IUTAM Symp Nonlinear dynamics for design of mechanical systems across different length/time scales, Tsukuba, Japan, July 31-August 4, 2023.
• Yakir G. and Gottlieb O., “Synchronization and decoherence in a self-excited inertia-wheel multiple rigid-body dynamical system”, Chaos, 33, 123107, 1-20, 2023.
• Berghaus T., Miloh T., Slepyan GY and Gottlieb O. “Bifurcations of an optically excited achiral nano-ellipsoid in a stationary fluid“, European Nonlinear Dynamics Conf., MS-19, 1-2, Lyon July 17-22, 2022.
• Levi Y., and Gottlieb O., “The bifurcation structure of a self-excited inertia wheel double pendulum“, European Nonlinear Dynamics Conf., MS-08, 1-2, Lyon July 17-22, 2022.
• Habib G., Fainshtein E., Wolf K. and Gottlieb O., “The influence of nonlinear damping on the response of a piezoelectric cantilever sensor in a symmetric or asymmetric configuration”, Smart Structures and Systems, 30, 3, 239-243, 2022.
• Berghaus T., Miloh T., Gottlieb O. and Slepyan GY, “Optical forces and light scattering in carbon nanotubes“, IEEE-COMCAS-2021, Int. Conf. on Microwaves, Communications, Antennas, Biomedical Engineering & Electronic Systems, Tel Aviv Israel, 1-3 Nov., 2021.
• Ishay M., Degani D. and Gottlieb, O. “Computational fluid-structure interaction of a restrained ogive-cylindrical body with a blunt elliptical base at high incidence“,  Physical Review Fluids, 6, 014401, 1-27, 2021.
• Hollander E. and Gottlieb O., “Global bifurcations and homoclinic chaos in nonlinear panel optomechanical resonators under combined thermal and radiation stresses​”, Nonlinear Dynamics, 103: 3371-3405, 2021.
• Hacker E. and Gottlieb O., “Local and global bifurcations in magnetic resonance force microscopy.” Nonlinear Dynamics, 99: 201-225, 2020.

2010 – 2019

• Degani D., Gottlieb O. and Ishay M., “Nonlinear fluid-Structure interaction of a restrained slender body of revolution at high angles of attack”, Proc. 7th Int. Conf. on Structural Engineering. Mechanics and Computations, SEMC 2019/506, 1-6, Cape Town, South Africa, 2-4 Sept, 2019.
• Kambali PN, Torres F, Barniol N, and Gottlieb O, “Nonlinear multi-element interactions in an elastically copied microcantilever array subject to electrodynamic excitation”, Nonlinear Dynamics, 98: 3067-3094, 2019.
• Gottlieb O., “Nonlinear spatio-tmeporal fluid-structure interaction of elastic panels in uniform flow”, Mini-Symposium 13 – Nonlinear Fluid-Structure Interaction, Int  Conf on Nonlinear Solid Mechanics (IConNSoM-2019), Rome Italy, June 16-19, 2019.
• Mi L. and Gottlieb O., “Stabilization of a multi-tethered lighter-than-air rigid-body sphere undergoing vortex-induced vibrations in uniform flow“. Nonlinear Dynamics, 93, 1353–1369, 2018.
• Hollander E. and Gottlieb, O., “Nonlinear dynamics of thermo-visco-elastic nano-opto-mechnaical panel resonators: A multi-scale continuum mechanics coupled fields approach”, Eeuromech Colloquium on dynamics of micro and nano electromechanical systems: multi-field modelling and analysis, Porto, Portugal, September 5-7, 2018.
• Hacker E. and Gottlieb O., “The Spatio-Temporal Bifurcation Structure in Magnetic Resonance Force Microscopy”, Mini-Symposium (6.1) on Nonlinear Dynamics of Mechanical and Structural Systems, 10th EUROMECH Solid Mechanics Conf (ESMC), Bologna, Italy, July 2-6, 2018.
• Mora, K. and Gottlieb, O., “Parametric excitation of a micro-beam-string with asymmetric electrodes – multimode dynamics and the effect of nonlinear damping“, J. Vibration and Acoustiics, 139, 0409031, 1-9, 2017.
• Hacker E., and Gottlieb, O., “Application of reconstitution multiple scale asymptotics for a two-to-one internal resonance in Magnetic Resonance Force Microscopy“, Int. J. Non-Linear Mechanics, 94, 174-199, 2017.
• Degani, D., Ishay M., and  Gottlieb, O. and “Fluid-structure interaction of a rolling restrained body of revolution at high angles of attack”, Physics of Fluids, 29, 037106, 1-13, 2017
• Mi L. and Gottlieb O., “Nonlinear dynamics and bifurcations of a spherical multi-tethered lighter-than-air system in uniform and modulated flow“. Proc. EUROYN 10th Int. Conf. on Structural Dynamics Rome, Italy, 10-13 Sept, 2017. Procedia Engineering 199, 717-722, 2017.
• Kleiman A.,  Gendel S., Degani D. and Gottlieb, O., “Self-excited dynamicsof an elastically restrained slender rigid-body in uniform compressible laminar flow“, Nonlinear Dynamics, 86, 2207-2230, 2016.
• Mi L. and Gottlieb O., “Nonlinear dynamics and internal resonances of a planar multi-tethered spherical aerostat in modulated flow.” Meccanica, 51, 2689-2712, 2016.
• Kambali PN, Swain G, Pandey AK, Buks E, Gottlieb O., “Coupling and tuning of modal frequencies in DC biased MEMS arrays.” Applied Physics Letters, 107, 063104, 1-5, 2015.
• Vidal-Alvarez G., Torres F., Barniol N., Gottlieb O., “The influence of the parasitic current on the nonlinear electrical response of capacitive sensed cantilevers.” J. Applied Physics, 117, 154501, 1-8, 2015 [& supplamentary data].
• Settimi V, Gottlieb O, and Rega G, “Asymptotic analysis of a noncontact AFM microcantilever with external feedback control.” Nonlinear Dynamics, 79, 2675–2698, 2015.
• Vidal-Avarez  G, Agusti J, Torres F, Abadal G, Barniol N, Llobet J, Sansa M, Fernandez M, Perez F, Sna Paulo A, and Gottlieb O, “Top-down silicon microcantilever with coupled bottom-up silicon nanowire for enhanced mass resolution,” Nanotechnology, 26, 145502, 1-9, 2015 [& supplamentary data].
• Mi L. and Gottlieb O., “Asymptotic model-based estimation of a wake oscillator for a tethered sphere in uniform flow,” J. Fluids and Structures 54, 361-389, 2015.
• Gendel, S., Gottlieb, O. and Degani, D., “Fluid-structure interaction of an elastically mounted slender body at high incidence”,  AIAA Journal, 53, 5, 1309-1318, 2015.
• Kleiman A., and Gottlieb O., ” Model-based estimation of a high-order damping mechanism for the subcritical self-excited flutter oscillation of a slender cantilever in uniform flow “, Proc.8th EUROMECH Nonlinear Dynamics Conf., MS-19, 1-2, Vienna, July 6-11, 2014.
• Shoshani, O and Gottlieb O., “An asymptotic analysis of the vortex-induced vibration of a geometrically nonlinear elastically restrained circular cylinder in two-dimensional uniform flow”, Proc.8th EUROMECH Nonlinear Dynamics Conf., MS-19, 1-2, Vienna, July 6-11, 2014.
• Vidal-Alvarez G., Torres F., Barniol N., Gottlieb O., “The influence of the parasitic current on the nonlinear electrical response of capacitive sensed cantilevers“, Symposium on Design, Test, Integration and Packaging of MEMS/MOEMS (DTIP), Cannes, France, 1-4 April 2014.
• Dubrovsky A., Gottlieb O., and Degani D., “The influence of rigid-body rotations on vortex-induced-vibration of elastically restrained cylinders in two-dimensional compressible flow”, Proc. 54th Israeli Annual Conf. on Aerospace  Sciences, 54, 3, 1498-1503,  Tel Aviv, Israel, 19-20 February 2014.
• Aginsky, Z. and Gottlieb O., “Nonlinear fluid-structure interaction of an elastic panel in an acoustically excited two-dimensional inviscid compressible fluid“, Physics of Fluids, 25, 076104, 1-35, 2013.
• Shoshani, O. and Gottlieb, O., “Nonlinear stability of a perturbed Orr-Sommerfeld solution for the wake of a stationary cylinder at low Reynolds numbers“,  Int. J. Non-Linear Mechanics, 57, 176-182, 2013
• Hacker, E., Ruiz-Oliveras F.R., and Gottlieb, O., “Nonlinear dynamics and stability of a microcantilever for magnetic resonance force microscopy”, Nonlinear Theory and its Applications, IEICE, 4, 3, 1-12, 2013.
• Gendel, S., Gottlieb, O. and Degani, D., “Flow around an elastically mounted slender body at high incidence”, Proc. 21st AIAA Fluid Dynamics Conference, paper no. 2590, 1-20, San Diego, CA, 24-27 June 2013.
• Hornstein S. and Gottlieb, O., Nonlinear spatio-temporal dynamics and stability of the scan process in non-contacting atomic force microscopy, IUTAM, XXIII Int. Conf. Theoretical and Applied Mechanics, Beijing, China, Aug. 19-24, 2012.
• Hacker E., Saffury, J. and Gottlieb O., Nonlinear dynamics of hybrid cantilevers for scanning probe microscopy, ESMC, 8th Euromech Solid Mechanics Conf., Graz, Austria, July 9-13, 2012.
• Hornstein S. and Gottlieb O., Nonlinear multimode dynamics and internal resonances of the scan process in non-contact atomic force microscopy.”, J. Applied Physics, 112, 074314, 1-16, 2012.
• Holander E. and Gottlieb O., “Self-excited chaotic dynamics of a nonlinear thermo-visco-elastic system that is subject to laser irradiation“, Applied Physics Letters 101, 133507, 1-5, 2012.
• Aginsky Z. and Gottlieb, O., “Nonlinear oscillations, bifurcations and chaos of a panel subject to periodic acoustic fluid-structure interaction“, AIAA Journal 50, 1979-1992, 2012.
• Zaitsev S., Gottlieb O., and Buks E., “Nonlinear dynamics of a micromechanical mirror in an optical resonance cavity“, Nonlinear Dynamics, 69, 1589-1610, 2012.
• Hacker E. and Gottlieb, O., “Internal resonance based sensing in non-contact atomic force microscopy“, Applied Physics Letters 101, 053106, 1-5, 2012.
• Gottlieb O., and Habib J., “Nonlinear model-based estimation of quadratic and cubic damping mechanisms that govern the dynamics of a chaotic spherical pendulum“, J. Vibration and Control, 18, 536-547, 2012.
• Zaitsev S., Shtempluck O., Buks, E., and Gottlieb, O., “Nonlinear damping in a micromechanical oscillator“, Nonlinear Dynamics, 67, 859-883, 2012.
• Gutschmidt S., and Gottlieb O., “Nonlinear dynamic behavior of a microbeam array subject to parametric actuation at low, medium and large DC-voltages“, Nonlinear Dynamics, 67, 1-36, 2012.
• Gottlieb O. and Hollander E, “Chaos in thermos-visco-elastic systems subject to laser irradiation“, Proc. IUTAM Symposium on 50 Years of Chaos, Kyoto Japan, 28 Nov 2011.
• Shoshani, O. and Gottlieb O., The nonlinear bifurcation structure of a wake oscillator model for self-excited vortex-induced vibration of a spherical pendulum, Proc.7th EUROMECH Nonlinear Dynamics Conf., 1-3, Rome, July 24-29, 2011.
• Kleiman A. and Gottlieb O., “Local and global bifurcation analysis based design of coupled roll-pitch-heave of ship response to head seas”, Proc.7th EUROMECH Nonlinear Dynamics Conf., 1-5, Rome, July 24-29, 2011.
• Gottlieb, O., Ioffe, L. Chipkin, S.R., and Chait, Y.,Self-excited oscillations in a system model for the human thyroid,  Proc. 3rd Dynamic Systems and Control Conference, DSCC-2010, 1-8, Cambridge, MA, Sept.13-15, 2010.
• Gendel, S., Degani, D. and Gottlieb O., Numerical analysis of the influence of finite rotations on vortex-induced vibrations of a tethered cylinder undergoing m:n:1 internal resonances, Proc. 6th IUTAM Symp. on Bluff Body Wakes and Vortex-induced Vibrations,BBVIV-6, 329-332, Capri, June 22-25, 2010.
• Gottlieb O., and Cohen A., “Self excited oscillations of a string on an elastic foundation subject to a nonlinear feed-forward force“,  Int. J. Mechanical Sciences, 52, 1535-1545, 2010.
• van Hout R., Krakovitch A., and Gottlieb O.,”Time resolved measurements of vortex-induced vibrations of a tethered sphere in uniform flow“, Physics of Fluids, 087101, 1-11, 2010.
• Pandey, A.K., Gottlieb, O., Shtempluck, O. and Buks, E.,”Performance of an AuPd micromechanical resonator as a temperature sensor” , Applied Physics Letters, 96, 203105, 1-3, 2010.
• Gutschmidt S., and Gottlieb O., “Bifurcations and loss of orbital stability in nonlinear viscoelastic beam arrays subject to parametric excitation“, J. Sound and Vibration, 329, 3835-3855, 2010.
• Gutschmidt S., and Gottlieb O., “Internal resonance and bifurcations of a microbeam array below the first pull-in instability“, Int. J. Bifurcation and Chaos, 20, 606-618, 2010.
• Senesh, M., Wolf, A. and Gottlieb, O., “Nonlinear model based estimation of rigid-body motion via an indirect measurement of an elastic appendage“,  J. Vibrations and Acoustics, 132, 011007, 2010.
• Gottlieb, O., Ioffe, L. Chipkin, S.R., and Chait, Y., “Self-excited oscillations in a system model for the human thyroid“,  Proc. 3rd Dynamic Systems and Control Conference, DSCC-2010, paper no.4287, 473-480, Cambridge, MA, Sept.12-15, 2010.
• Gottlieb, O, Hornstein S and Holscher H., “Nonlinear dynamics and internal resonance based design of hybrid scanning probes for simultaneous imaging and force detection”, Proc. IUTAM Symposium on Nolinear Dynamics for Advanced Technologies and Engineering Design, Aberdeen UK, 26 July 2010.
• Shoshani, O. and Gottlieb O., “Nonlinear dynamics and orbital stability of a wake-oscillator model for self-excited vortex-induced vibration of a spherical pendulum”, Proc. 6th IUTAM Symp. on Bluff Body Wakes and Vortex-induced Vibrations, BBVIV-6, 101-104, Capri, June 22-25, 2010.

2000 – 2009

• Kleiman, A. and Gottlieb, O., “Nonlinear Dynamics and internal resonances of a ship with a rectangular cross-section in head seas” , J. Offshore Mechanics and Arctic Engineering, 131, 041301, 1-12, 2009.
• Oron, A., Gottlieb, O., and Novbari, E., “Weighted-residual integral boundary-layer model of temporally excited falling liquid films“, European J. Mechanics B-Fluids, 28, 37-60, 2009.
• Oron, A., Gottlieb, O., and Novbari, E., “Numerical analysis of a weighted-residual integral boundary-layer model for nonlinear dynamics of falling liquid films“, European J. Mechanics B-Fluids, 28, 1-36, 2009.
• Hornstein, S. and Gottlieb, O., “Nonlinear dynamics, stability and control of the scan process in noncontacting atomic force microscopy“, Nonlinear Dynamics, 54, 93-122, 2008.
• Gutschmidt S., and Gottlieb O., “Numerical analysis of a three-element microbeam array subject to electrodynamical parametric excitation“, Proc. 9th Biennial Conf on Engineering Systems Design and Analysis, ESDA2008 Paper no. 59342, 673-681, July 7-9, Haifa, , 2008.
• Ben-Hamo N., Milo, S., Gottlieb, O. and Hetsroni G., “Characterization of venous graft wall motion as an indicator of distal anastomosis quality in coronary artery by-pass surgery“, Proc. 9th Biennial Conf on Engineering Systems Design and Analysis, ESDA2008 Paper no. 59177, 57-61, July 7-9, Haifa, 2008.
• Gottlieb, O. Gemintern A., and Blick R., “Bifurcations and chaos in an experimental based quasi-continuum nonlinear dynamical system for the ‘clapper’ nanoresonator“, Proc. Conf. on Micro and Nano Systems, ASME-DETC Paper no. 35498, 937-943, Las Vegas, Sept. 4-7, , 2007.
• Gottlieb O., Hoffman A., Wu, W., Maimon, R., Edry, R., and Shavit A., “The influence of nonlinear air drag on microbeam response for noncontact atomic force microscopy”, Proc. 21st Biennial Conf. on Vibrations and Noise, ASME-DETC, Paper no. 35225, 975-983, Las Vegas, Sept. 4-7, 2007
• Gottlieb O., Hoffman A., Wu, W., Maimon, R., Edry, R., and Shavit A., “The influence of nonlinear air drag on microbeam response for noncontact atomic force microscopy”, Proc. 21st Biennial Conf. on Vibrations and Noise, Sept. 4-7, Las Vegas, ASME-DETC, Paper # 35225, 1-9, 2007.
• Hornstein S. and Gottlieb, O., “Nonlinear multimode dynamics of a moving microbeam for noncontacting atomic force microscopy“, Proc. 3rd European Conf. on Computational Mechanics: Solids, Structures and Coupled Problems in Engineering, Lisbon Portugal, ECCM2006-III, 1-14, June 5-9, 2006.
• Wu, W., Gottlieb, O., and Shavit, A., “Transient thermoelastic dynamics of a microcantilever subject to laser irradiation”, Proc. SPIE 7th Int. Conf. on Vibration Measurements by Laser Techniques, Ancona, Italy, vol. 6345, 63451B, 2006. [doi:10.1117/12.693064].
• Hornstein S, Gottlieb, O. and Ioffe, L. “Nonlinear dynamics and control of the scan process in scanning probe microscopy”, Proc. Symp. Dynamics and Control of Micro and Nano Systems, ASME-IMECE Paper no. 83153, 1-11, Orlando, Fl, , 11Nov. 5-11,  2005.
• Gottlieb, O., and Champneys, A.R., “Global bifurcations of nonlinear thermoelastic microbeams subject to electrodynamic actuation“, in Chaotic Dynamics and Control of Systems and Processes in Mechanics, Rega, G. and Vestroni, F. (eds), Springer, 117-126, 2005. [DOI: 10.1007/1-4020-3268-4_11].
• Wu, W., Pragai S. and Gottlieb, O., “Multimode dynamics of non-contacting atomic force microscopy in ultra-high vacuum“, Proc. 20th Biennial Conf. on Vibrations and Noise, ASME-DETC, Sept. 24-28, Long Beach, CA, Paper # 85742, 1-9, 2005.
• Oron, A., and Gottlieb, O., “Subcritical and supercritical bifurcations of the first- and second- order Benney equations“, J. of Engineering Mathematics, 50, 121-140, 2004.
• Gottlieb, O. and Oron, A., “Stability and bifurcations of parametrically excited thin liquid films“, Int. J. of Bifurcations and Chaos, 14, 4117-4141, 2004.
• Gottlieb, O., “Nonlinear dynamics of a non-contacting atomic force microscope in ultra-high vacuum“, Proc. 19th Biennial Conf. on Vibrations and Noise, ASME-DETC, Chicago, Il., Paper # 48523, 1-5, 2003.
• Wolf, K. and Gottlieb, O., “Nonlinear dynamics of a noncontacting atomic force microscope cantilever actuated by a piezoelectric layer“, J. Applied Physics, 91, 4701-4709, 2002.
• Gottlieb, O., Rega, G., Lacarbonara, W., “Modeling and analyses of smart localized structural elements for nonlinear vibration control of a taut string“, Proc. SPIE Smart Structures and Materials Conf., San Diego, CA, USA, vol. 4693, 407-417, 2002.
• Oron A. and Gottlieb O., “Nonlinear dynamics of temporally excited falling liquid films“, Physics of Fluids, 14, 2622-2636, 2002.
• Wolf, K. and Gottlieb, O., “Nonlinear dynamics of a cantilever beam actuated by a piezoelectric layers in symmetric and asymmetric configuration“, Mechanical Engineering – Technion, Technical Report ETR-02/2001, 2001.
• Leamy, M.J. and Gottlieb, O., “Nonlinear dynamics of a taut string with material nonlinearities“, J. Vibration and Acoustics, 120, 848-853, 2001.
• Leamy, M.J. and Gottlieb, O., “Internal resonances in whirling strings involving longitudinal dynamics and material non-linearities“, J. Sound and Vibration, 236, 683-703, 2000.

1983 – 1999

• Yarin, A.L., Gospodinov, P., Gottlieb, O., Graham, M.D., “Newtonian glass fiber drawing: chaotic variation of the cross-sectional radius“, Physics of Fluids, 11, 3201-3208, 1999.
• Gottlieb, O., Leamy, M.J. and Poingnant, R, “The influence of material properties on whirling dynamics of taut strings”, Int. Symp. on Cable Dynamics, Trondheim, Norway, 49-54, 1999.
• Gottlieb, O. and Perkins, N.C., “Local and global bifurcation analyses of a spatial cable elastica“, J. Applied Mechanics, 66, 352-360, 1999.
• Kligerman, Y., and Gottlieb, O., “Dynamics of a rotating system with a nonlinear eddy-current damper“, J. Vibration and Acoustics, 120, 848-853, 1998.
• Gottlieb, O. and Perlin, M., “Period-doubling of an elastically tethered sphere: theory and experiment”, Proc. 17th Conf. on Offshore Mechanics and Arctic Engineering, Lisbon, Portugal, July, 1998.
• Kligerman, Y., Gottlieb, O., and Darlow MS., “Nonlinear vibration of a rotating system with an electromagnetic damper and a cubic restoring”, J. Vibration and Control, 4, 2, 131-144, 1998.
• Lin, H., Yim, S.C.S, and Gottlieb, O., “Experimental investigation of response stability and transition behavior of a nonlinear ocean structural system“, Ocean Engineering, 25, 323-343, 1998.
• Gottlieb O., and Feldman, M., “Application of a Hilbert transform based algorithm for parameter estimation of a nonlinear ocean system roll model“, J. Offshore Mechanics and Arctic Eng., 119, 239-243, 1997.
• Gottlieb, O., “Bifurcations of a nonlinear small-body ocean mooring system excited by finite amplitude waves“, J. Offshore Mechanics and Arctic Engineering, 119, 234-238, 1997.
• Sammarco, P., Tran, H.H., Gottlieb, O. and Mei, C.C., “Subharmonic resonance of the Venice gates in waves“, J. Fluid Mechanics, 349, 327-359, 1997.
• Gottlieb, O., Yim, S.C.S. and Lin, H., “Analysis of bifurcation superstructure of a nonlinear ocean system“, J. Engineering Mechanics, 123, 1180-1187, 1997.
• Ravve, I., Gottlieb, O., and Yarnitzky Y., “Nonlinear dynamics and stability of a machine tool traveling joint“, Nonlinear Dynamics, 13, 373-394, 1997.
• Gottlieb, O., “Aperiodic whirling of taut strings: chaotic dynamics or modeling uncertainty, in Uncertainty, Models and Measures“, Natke, H.G., Ben-Haim Y. (eds), Akademie, Verlag-Berlin, 257-266, 1997.
• Yarin, A., Gottlieb, O., and Roisman, I.V., “Chaotic rotation of small particles shaped as triaxial ellipsoids in simple shear flow“, J. Fluid Mechanics, 340, 83-100, 1997.
• Gottlieb, O., and Yim, S.C.S., “Nonlinear dynamics of a coupled surge-heave small-body ocean mooring system, Ocean Engineering“, 24, 479-495, 1997.
• Bar-Yoseph, P.Z., Fisher, D., and Gottlieb, O., “Spectral element methods for nonlinear spatio-temporal dynamics of an Euler-Bernoulli beam“, Computational Mechanics, 19, 136-151, 1996.
• Rubin, M.B., and Gottlieb, O., “Numerical solutions of forced vibration and whirling of a nonlinear string using the theory of a Cosserat point“, J. Sound and Vibration, 197, 85-101, 1996.
• Gottlieb, O., Feldman, M., and Yim, S.C.S., “Parameter identification of nonlinear ocean mooring systems using the Hilbert transform“, J. Offshore Mechanics and Arctic Engineering, 118, 29-36, 1996.
• Bar-Yoseph, P.Z., Fisher, D., and Gottlieb, O., “Spectral element methods for nonlinear temporal dynamical systems“, Computational Mechanics, 18, 302-313, 1996.
• Rubin, M.B., Rosenau, P., and Gottlieb, O., “Continuum model of dispersion caused by an inherent material characteristic length“, J. Applied Physics, 77, 4054-4063, 1995.
• Gottlieb, O., and Yim, S.C.S., “Drag induced instabilities and chaos in ocean mooring systems“, Ocean Engineering, 20, 569-599, 1993.
• Yim, SCS, Myrum, MA, Gottlieb O, Lin H, and Shih IM, “Summary and preliminary analysis of nonlinear oscillations in a submerged mooring system experiment”, Ocean Engineering Report No. OE-93-03, Oregon State University.
• Gottlieb, O., “Bifurcations and routes to chaos in wave-structure interaction systems“, J. Guidance, Control and Dynamics, 15, 832-839, 1992 paper selected for the AIAA Jefferson Award in the 32nd Structures, Dynamics and Materials Conference, Baltimore USA 1991].
• Gottlieb, O., Yim, S.C.S., and Hudspeth, R.T., “Analysis of nonlinear response of an articulated tower“, Int. J. Offshore and Polar Engineering, 2, 61-66, 1992.
• Gottlieb, O., and Yim, S.C.S., “Nonlinear oscillations, bifurcations and chaos in a multi-point mooring system“, Applied Ocean Research, 14, 241-257, 1992.
• Gottlieb, O. and Yim S.C.S., “Onset of chaos in a multi-point mooring system“, The First European Offshore Mechanics Symposium. ISOPE-E-90-002, 1-7, Trondheim, Norway, 20-22 August 1990
  *in another domain:
• Kit, E., Gottlieb, O., and Rosen, D.S., “Evaluation of incident wave energy in flume tests“, Proc. 20th Int. Conf. on Coastal Engineering, ASCE, Taipei, Taiwan, 2, 1268-1280, 1986.
• Gottlieb, O., “Eilat Port – Survey of Steel Sheet Piles in the Splash Zone”, CAMERI TR-177/86, 1986.
• Gottlieb, O., and Rosen, D.S., “Repair of the Main Breakwater Trunk at Ashdod Port – A Two Dimensional Stability Model Study: Final Report”, CAMERI TR-170/86, 1986.
• Rosen, D.S., and Gottlieb, O., “Ashdod Port Expansion Project – A Three Dimensional Stability Model Study: Final Report”, CAMERI, TR-180/86, 1986.
• Gottlieb, O., “Gadot Chemical Pier, Haifa Port – Survey of a Marine Structure”, CAMERI TR-150/85, 1985.
• Gottlieb, O.,” Hadera Offshore Coal Unloading Terminal – An Underwater Inspection”, Coastal and Marine Engineering Research Institute, CAMERI TR-125/83, 1983.