[30] A. A. Grandi, S. Protière and A. Lazarus, "New physical insights in dynamical stabilization: introducing Periodically Oscillating-Diverging Systems (PODS)", Nonlinear dynamics, 111, 12339-12357 (2023). [html, pdf]
[29] A.H. Rasheed, V. Romero, F. Bertails-Descoubes, S. Wuhrer, J.-S. Franco and A. Lazarus, "A Visual Approach to Measure Cloth-Body and Cloth-Cloth Friction Coefficient", IEEE Transaction on Pattern Analysis and Machine Intelligence, 44(10): 6683-6694 (2022). [html, pdf]
[28] V. Romero, M. Ly, A.H. Rasheed, R. Charrondière, A. Lazarus, S. Neukirch and F. Bertails-Descoubes, "Physical validation of simulators in graphics: A new framework dedicated to slender elastic structures and frictional contact", ACM Transactions on Graphics, 40, 4, art. 66, 1-19 (2021). [html, pdf]
[27] E. Kolb, M. Trejo, A. Lazarus and D. Vandembroucq, "Deformations of an elastic fiber under a random distribution of normal loads", EPJ Web of Conferences, Powders & Grains 2021, 249, 10006 (2021). [html, pdf]
[26] A. A. Grandi, S. Protière and A. Lazarus, "Enhancing and controlling parametric instabilities in mechanical systems", Extreme Mechanics Letters, 43, 101195 (2021). [html, pdf]
[25] L. Guillot, A. Lazarus, O. Thomas, C. Vergez and B. Cochelin, "A purely frequency based Floquet-Hill formulation for the efficient stability computation of periodic solutions of ordinary differential systems", Journal of Computational Physics, 416, 109477 (2020). [html, pdf]
[24] A.H. Rasheed, V. Romero, F. Bertails-Descoubes, S. Wuhrer, J.-S. Franco and A. Lazarus, "Learning to Measure the Static Friction Coefficient in Cloth Contact", Proceedings of the IEEE/CVF Conference on Computer Vision and Pattern Recognition, 9912-9921 (2020). [html, pdf]
[23] P. Vincent, A. Descombin, S. Dagher, T. Seoudi, A. Lazarus, O. Thomas, A. Ayari, S.T. purcell and S. Perisanu, "Nonlinear polarization coupling in Freestanding Nanowire/Nanotube Resonators", Journal of Applied Physics, 125, 044302 (2019). [html, pdf]
[22] A. Lazarus, "Discrete dynamical stabilization of a naturally diverging mass in a harmonically time-varying potential", Physica D: Nonlinear Phenomena, 386-387, 1-7 (2019). [html, pdf, video]
[21] F. Bertails-Descoubes, A. Derouet-Jourdan, V. Romero and A. Lazarus, "Inverse design of an isotropic suspended Kirchhoff rod: theoretical and numerical results on the uniqueness of the natural shape", Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences, 474, 2212, 20170837 (2018). [html, pdf]
[20] N. Algarra, P.G. Karagiannopoulos, A. Lazarus, D. Vandembroucq and E. Kolb, "Bending transition in the penetration of a flexible intruder in a 2D dense granular medium", Physical Review E, 97, 022901 (2018). [Editors' Suggestion, html, pdf]
[19] B. Bentvelsen and A. Lazarus, "Modal and stability analysis of structures in periodic elastic states: application to the Ziegler column", Nonlinear Dynamics, 91, 1349-1370 (2018). [html, pdf]
[18] N. Algarra, M. Leang, A. Lazarus, D. Vandembroucq and E. Kolb, "Flexible fiber in interaction with a dense granular flow close to the jamming transition", EPJ Web of Conferences, Powders & Grains 2017, 140, 14002 (2017). [html, pdf]
[17] C. Lestringant, C. Maurini, A. Lazarus and B. Audoly, "Buckling of an elastic ridge: competition between wrinkles and creases", Physical Review Letters, 118, 165501 (2017). [html, pdf, SI]
[16] A. Lazarus, C. Maurini and S. Neukirch, "Stability of Discretized Nonlinear Elastic Systems", in Extremely Deformable Structures, Springer Vienna, CISM Courses and Lectures, 562, 1-53 (2015). [html, pdf]
[15] A. Lazarus and P.M. Reis, "Soft Actuation of Structured Cylinders through Auxetic Behavior", Advanced Engineering Materials, 17(6), 815-820 (2015). [html, pdf]
[14] J.T. Miller, A. Lazarus, B. Audoly and P.M. Reis, "Shapes of a suspended curly hair", Physical Review Letters, 112, 068103 (2014). [html, pdf]
[13] A. Lazarus, J.T. Miller, M.M. Metlitz and P.M. Reis, "Contorting a heavy and naturally curved elastic rod", Soft Matter, 9, 8274-8281 (2013). [html, pdf]
[12] A. Nasto, A. Ajdari, A. Lazarus, A. Vaziri and P.M. Reis, "Localization of deformation in thin shells under indentation", Soft Matter, 9, 6796-6803 (2013). [html, pdf]
[11] A. Lazarus, J.T. Miller and P.M. Reis, "Continuation of equilibria and stability of slender elastic rods using an asymptotic numerical method", Journal of the Mechanics and Physics of Solids, 61(8), 1712-1736 (2013). [html, pdf]
[10] A. Lazarus, H.C.B. Florijn and P.M. Reis, "Geometry-induced rigidity in non-spherical pressurized elastic shells", Physical Review Letters, 109, 144301 (2012). [html, pdf]
[9] A. Lazarus, O. Thomas and J.-F. Deü, "Finite element reduced order models for nonlinear vibrations of piezoelectric layered beams with applications to NEMS", Finite Elements in Analysis and Design, 49(1), 35-51 (2012). [html, pdf]
[8] P. Vincent, P. Poncharal, T. Barois, S. Perisanu, V. Gouttenoire, H. Frachon, A. Lazarus, E. de Langre, E. Minoux, M. Charles, A. Ziaei, D. Guillot, M. choueib, A. Ayari and S. T. Purcell, "Performance of field-emitting resonating carbon nanotubes as radio-frequency demodulators", Physical Review B, 83, 155446 (2011). [html, pdf]
[7] S. Guillon, D. Saya, L. Mazenq, S. Perisanu, P. Vincent, A. Lazarus, O. Thomas and L. Nicu, "Effect of non-ideal clamping shape on the resonance frequencies of silicon cantilevers", Nanotechnology, 22, 245501 (2011). [html, pdf]
[6] O. Thomas, A. Lazarus and C. Touzé, "A harmonic-based method for computing the stability of periodic oscillations of non-linear structural systems", in ASME 2010 International Design Engineering Technical Conferences and Computers and Information in Engineering Conference, 883-892 (2010). [html, pdf]
[5] A. Lazarus and O. Thomas, "A harmonic-based method for computing the stability of periodic solutions of dynamical systems", Comptes Rendus Mécanique, 338, 510-517 (2010). [html, pdf]
[4] A. Lazarus, T. Barois, S. Perisanu, P. Poncharal, P. Manneville, E. de Langre, S. T. Purcell, P. Vincent and A. Ayari, "Simple modeling of self-oscillation in NEMS", Applied Physics Letters, 96, 193114 (2010). [html, pdf]
[3] A. Lazarus, D. Combescure and B. Prabel, "A 3D Finite Element Model for the Vibration Analysis of Asymmetric Rotating Machines", Journal of Sound and Vibration, 329, 3780-3797 (2010). [html, pdf]
[2] A. Lazarus, E. de Langre, P. Manneville, P. Vincent, S. Perisanu, A. Ayari and S. Purcell, "Statics and Dynamics of a Nanowire in Field Emission", International Journal of Mechanical Science, 52, 1396-1406 (2010). [html, pdf]
[1] D. Combescure and A. Lazarus, "Refined Finite Element Modeling for the Vibration Analysis of Large Rotating Machines. Application to the Gas Turbine Modular Helium Reactor Power Conversion Unit", Journal of Sound and Vibration, 318, 1262-1280 (2008). [html, pdf]