Nonlinear Structures & Systems, Vol. 1

136 Nicholas Pomianek et al. Acknowledgement This work was supported through the Navel Engineering Education Consortium, Grant Number N00174-22-1-0015. References 1. Wang, X., An, B., Xu, Y., and Jackson, R.L. “The effect of resolution on the deterministic finite element elastic-plastic rough surface contact under combined normal and tangential loading”. Tribology International, 144:106141 (2020) 2. Porter, J.H. and Brake, M.R. “Towards a predictive, physics-based friction model for the dynamics of jointed structures”. Mechanical Systems and Signal Processing, 192:110210 (2023) 3. Brake, M.R. “An overview of the analysis of jointed structures”. In The Mechanics of Jointed Structures: Recent Research and Open Challenges for Developing Predictive Models for Structural Dynamics, pages 11–23. Springer International Publishing (2017) 4. Shokrollahi, S. and Adel, F. “Finite element model updating of bolted lap joints implementing identification of joint affected region parameters”. Journal of Theoretical and Applied Vibration and Acoustics, 2(1):65–78 (2016) 5. Gant, F., Rouch, P., Louf, F., and Champaney, L. “Definition and updating of simplified models of joint stiffness”. International Journal of Solids and Structures, 48(5):775–784 (2011) 6. Black, J.K., Callis, S.J., Feizy, A., Johnson, C.L., Lieven, N.A., and Vega, M.A. “A Simplified Finite Element Joint Model Updated with Experimental Modal Features”. In Conference Proceedings of the Society for Experimental Mechanics Series, volume 5, pages 107–123. Springer (2024) 7. Brake, M.R. and Reuß, P. “The Brake-Reuß beams: A system designed for the measurements and modeling of variability and repeatability of jointed structures with frictional interfaces”. InThe Mechanics of Jointed Structures: Recent Research and Open Challenges for Developing Predictive Models for Structural Dynamics, pages 99–107. Springer International Publishing (2017) 8. Brake, M.R., Schwingshackl, C.W., and Reuß, P. “Observations of variability and repeatability in jointed structures”. Mechanical Systems and Signal Processing, 129:282–307 (2019) 9. Marinone, T. and Moya, A. “Comparison of frf correlation techniques”. InConference Proceedings of the Society for Experimental Mechanics Series, volume 3, pages 299–309. Springer New York LLC (2015) 10. Pascual, R., Golinval, J.C., and Razeto, M. “A Frequency Domain Correlation Technique for Model Correlation and Updating”. Proceedings of the International Modal Analysis Conference - IMAC, 1 (1997) 11. Shin, K. “An alternative approach to measure similarity between two deterministic transient signals”. Journal of Sound and Vibration, 371:434–445 (2016) 12. Kramer, H.R., Manring, L.H., Schultze, J.F., Zimmerman, S.J., and Mann, B.P. “Strategies for Improving the Comparison of Frequency Response Functions with Similarity Metrics”. InConference Proceedings of the Society for Experimental Mechanics Series, pages 101–109. Springer (2024) 13. Groß, J. and Brake, M.R. “A standard practice for modeling bolted joints in a finite element package”. InThe Mechanics of Jointed Structures: Recent Research and Open Challenges for Developing Predictive Models for Structural Dynamics, pages 415–426. Springer International Publishing (2017)

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