How to cite this paper
Corrado, A & Polini, W. (2021). Methods of influence coefficients to evaluate stress and deviation distributions of parts under operating conditions - A review.Engineering Solid Mechanics, 9(1), 41-54.
Refrences
Armillotta, A., & Semeraro, Q. (2013). Critical operating conditions for assemblies with parameter-dependent dimensions. Proceedings of the Institution of Mechanical Engineers, Part B: Journal of Engineering Manufacture, 227, 735–44.
Camelio, J.A., Jack Hu, S., & Ceglarek, D. (2003). Modeling variation propagation of multi-station assembly systems with compliant parts. Journal of Mechanical Design, 125, 673–81.
Camelio, J.A., Jack Hu, S., & Marin, S.P. (2004). Compliant assembly variation analysis using component geometric covariance. Journal of Manufacturing Science and Engineering, 126, 355–60.
Cao, Y., Liu, T., & Yang, J. (2018). A comprehensive review of tolerance analysis models. The International Journal of Advanced Manufacturing Technology, 97, 3055–85.
Corrado, A., & Polini, W. (2019). A new way to solve tolerance analysis: The cassino unified tolerance analysis tool. International Journal of Computer Integrated Manufacturing, 32, 124–35.
Corrado, A., Polini, W., & Giuliano, G. (2019). Super-element method applied to MIC to reduce simulation time of compliant assemblies. International Journal of Computer Applications in Technology, 59, 277-287.
Corrado, A., Polini, W., & Moroni, G. (2017). Manufacturing signature and operating conditions in a variational model for tolerance analysis of rigid assemblies. Research in Engineering Design 28, 529–44.
Corrado, A., Polini, W., Moroni, G., & Petrò, S. (2018). A variational model for 3D tolerance analysis with manufacturing signature and operating conditions. Assembly Automation, 38, 10–19.
Dahlström, S., & Lindkvist, L. (2006). Variation simulation of sheet metal assemblies using the method of influence coefficients with contact modeling. Journal of Manufacturing Science and Engineering, 129, 615–22.
Gerbino, S., Patalano, S., & Franciosa, P. (2008). Statistical variation analysis of multi-station compliant assemblies based on sensitivity matrix. International Journal of Computer Applications in Technology, 33, 12–23.
Jareteg, C., Wärmefjord, K., Cromvik, C., Söderberg, R., Lindkvist, L., Carlson, J., Larsson, S., & Edelvik, F. (2016). Geometry assurance integrating process variation with simulation of spring-in for composite parts and assemblies. Journal of Computing and Information Science in Engineering, 16, 031003.
Lindau, B., Lorin, S., Lindkvist, L., & Söderberg, R. (2016). Efficient contact modeling in nonrigid variation simulation. Journal of Computing and Information Science in Engineering, 16, 011002.
Lindau, B., Wärmefjord, K., Lindkvist, L., & Söderberg, R. (2014). Method for handling model growth in nonrigid variation simulation of sheet metal assemblies. Journal of Computing and Information Science in Engineering, 14, 031004.
Liu, S.C., & Hu, S.J. (1997). Variation simulation for deformable sheet metal assemblies using finite element methods. Journal of Manufacturing Science and Engineering, 119, 368–74.
Lorin, S., Lindau, B., Lindkvist, L., & Söderberg, R. (2017). Non-rigid variation simulation using the Sherman-Morrison-Woodbury formulas. Proceedings of ASME International Mechanical Engineering Congress and Exposition (IMECE), 2, 133385.
Lorin, S., Lindkvist, L., & Söderberg, R. (2014). Variation simulation of stresses using the method of influence coefficients. Journal of Computing and Information Science in Engineering, 14, 011001.
Lorin, S., Lindkvist, L., Söderberg, R., & Sandboge, R. (2013). Combining variation simulation with thermal expansion simulation for geometry assurance. Journal of Computing and Information Science in Engineering, 13, 031007.
Lorin, S., Söderberg, R., Carlson, J., & Edelvik, F. (2010). Simulating geometrical variation in injection molding. DS 61: Proceedings of NordDesign 2010, the 8th International NordDesign Conference, Göteborg, Sweden, August 25-27.
Pilkey, W.D., & Pilkey, D.F. (2008). Peterson’s stress concentration factors. 3rd ed., Hoboken, NJ, USA: John Wiley & Sons, Inc.
Qu, Z.-Q. (2004). Model Order Reduction Techniques with Applications in Finite Element Analysis. 1st ed. London: Springer-Verlag London.
Schmid, S. R., Hamrock, B.J., & Jacobson, B.O. (2013). Fundamentals of Machine Elements. 3rd ed. Boca Raton: Taylor & Francis Group.
Schrefler, B.A. (1988). Finite elements and solution procedures for structural analysis. International Journal for Numerical Methods in Engineering, 26, 289–289.
Sellem, E., & Rivière, A. (1998). Tolerance analysis of deformable assemblies. Proceedings of DETC98 ASME Design Engineering Technical Conference, 1–7. Atlanta.
Söderberg, R., Lindkvist, L., & Dahlström, S. (2006). Computer-aided robustness analysis for compliant assemblies. Journal of Engineering Design, 17, 411–28.
Söderberg, R., Lindkvist, L., Wärmefjord, K., & Carlson, J.S. (2016). Virtual geometry assurance Process and toolbox. Procedia CIRP, 43, 3–12.
Söderberg, R., Wärmefjord, K., & Lindkvist, L. (2015). Variation simulation of stress during assembly of composite parts. CIRP Annals, 64, 17–20.
Ungemach, G., & Mantwill, F. (2008). Efficient consideration of contact in compliant assembly Variation analysis. Journal of Manufacturing Science and Engineering, 131, 11005.
Zeng, W., & Rao, Y. (2019). Modeling of assembly deviation with considering the actual working conditions. International Journal of Precision Engineering and Manufacturing, 20, 791–803.
Camelio, J.A., Jack Hu, S., & Ceglarek, D. (2003). Modeling variation propagation of multi-station assembly systems with compliant parts. Journal of Mechanical Design, 125, 673–81.
Camelio, J.A., Jack Hu, S., & Marin, S.P. (2004). Compliant assembly variation analysis using component geometric covariance. Journal of Manufacturing Science and Engineering, 126, 355–60.
Cao, Y., Liu, T., & Yang, J. (2018). A comprehensive review of tolerance analysis models. The International Journal of Advanced Manufacturing Technology, 97, 3055–85.
Corrado, A., & Polini, W. (2019). A new way to solve tolerance analysis: The cassino unified tolerance analysis tool. International Journal of Computer Integrated Manufacturing, 32, 124–35.
Corrado, A., Polini, W., & Giuliano, G. (2019). Super-element method applied to MIC to reduce simulation time of compliant assemblies. International Journal of Computer Applications in Technology, 59, 277-287.
Corrado, A., Polini, W., & Moroni, G. (2017). Manufacturing signature and operating conditions in a variational model for tolerance analysis of rigid assemblies. Research in Engineering Design 28, 529–44.
Corrado, A., Polini, W., Moroni, G., & Petrò, S. (2018). A variational model for 3D tolerance analysis with manufacturing signature and operating conditions. Assembly Automation, 38, 10–19.
Dahlström, S., & Lindkvist, L. (2006). Variation simulation of sheet metal assemblies using the method of influence coefficients with contact modeling. Journal of Manufacturing Science and Engineering, 129, 615–22.
Gerbino, S., Patalano, S., & Franciosa, P. (2008). Statistical variation analysis of multi-station compliant assemblies based on sensitivity matrix. International Journal of Computer Applications in Technology, 33, 12–23.
Jareteg, C., Wärmefjord, K., Cromvik, C., Söderberg, R., Lindkvist, L., Carlson, J., Larsson, S., & Edelvik, F. (2016). Geometry assurance integrating process variation with simulation of spring-in for composite parts and assemblies. Journal of Computing and Information Science in Engineering, 16, 031003.
Lindau, B., Lorin, S., Lindkvist, L., & Söderberg, R. (2016). Efficient contact modeling in nonrigid variation simulation. Journal of Computing and Information Science in Engineering, 16, 011002.
Lindau, B., Wärmefjord, K., Lindkvist, L., & Söderberg, R. (2014). Method for handling model growth in nonrigid variation simulation of sheet metal assemblies. Journal of Computing and Information Science in Engineering, 14, 031004.
Liu, S.C., & Hu, S.J. (1997). Variation simulation for deformable sheet metal assemblies using finite element methods. Journal of Manufacturing Science and Engineering, 119, 368–74.
Lorin, S., Lindau, B., Lindkvist, L., & Söderberg, R. (2017). Non-rigid variation simulation using the Sherman-Morrison-Woodbury formulas. Proceedings of ASME International Mechanical Engineering Congress and Exposition (IMECE), 2, 133385.
Lorin, S., Lindkvist, L., & Söderberg, R. (2014). Variation simulation of stresses using the method of influence coefficients. Journal of Computing and Information Science in Engineering, 14, 011001.
Lorin, S., Lindkvist, L., Söderberg, R., & Sandboge, R. (2013). Combining variation simulation with thermal expansion simulation for geometry assurance. Journal of Computing and Information Science in Engineering, 13, 031007.
Lorin, S., Söderberg, R., Carlson, J., & Edelvik, F. (2010). Simulating geometrical variation in injection molding. DS 61: Proceedings of NordDesign 2010, the 8th International NordDesign Conference, Göteborg, Sweden, August 25-27.
Pilkey, W.D., & Pilkey, D.F. (2008). Peterson’s stress concentration factors. 3rd ed., Hoboken, NJ, USA: John Wiley & Sons, Inc.
Qu, Z.-Q. (2004). Model Order Reduction Techniques with Applications in Finite Element Analysis. 1st ed. London: Springer-Verlag London.
Schmid, S. R., Hamrock, B.J., & Jacobson, B.O. (2013). Fundamentals of Machine Elements. 3rd ed. Boca Raton: Taylor & Francis Group.
Schrefler, B.A. (1988). Finite elements and solution procedures for structural analysis. International Journal for Numerical Methods in Engineering, 26, 289–289.
Sellem, E., & Rivière, A. (1998). Tolerance analysis of deformable assemblies. Proceedings of DETC98 ASME Design Engineering Technical Conference, 1–7. Atlanta.
Söderberg, R., Lindkvist, L., & Dahlström, S. (2006). Computer-aided robustness analysis for compliant assemblies. Journal of Engineering Design, 17, 411–28.
Söderberg, R., Lindkvist, L., Wärmefjord, K., & Carlson, J.S. (2016). Virtual geometry assurance Process and toolbox. Procedia CIRP, 43, 3–12.
Söderberg, R., Wärmefjord, K., & Lindkvist, L. (2015). Variation simulation of stress during assembly of composite parts. CIRP Annals, 64, 17–20.
Ungemach, G., & Mantwill, F. (2008). Efficient consideration of contact in compliant assembly Variation analysis. Journal of Manufacturing Science and Engineering, 131, 11005.
Zeng, W., & Rao, Y. (2019). Modeling of assembly deviation with considering the actual working conditions. International Journal of Precision Engineering and Manufacturing, 20, 791–803.