[1] Singh, R. Process capability study of polyjet printing for plastic components. Evolutionary Ecology, 25(4), 2011, 1011–1015.
[2] Bikas, H., Stavropoulos, P., Chryssolouris, G. Additive manufacturing methods and modeling approaches: A critical review. International Journal of Advanced Manufacturing Technology, 83(1–4), 2016, 389–405.
[3] Coulais, C., Sounas, D., Alù, A. Static non-reciprocity in mechanical metamaterials. Nature, 542(7642), 2017, 461–464.
[4] Jiang, Y., Li, Y. 3D Printed Auxetic Mechanical Metamaterial with Chiral Cells and Re-entrant Cores. Scientific Reports, 8(1), 2018, 1–11.
[5] Godard, N., Allirol, L., Latour, A., Glinsek, A., Gérard, M., Polesel, J., Dos Santos, F.D., Defay, E. 1-mW Vibration Energy Harvester Based on a Cantilever with Printed Polymer Multilayers. Cell Reports Physical Science, 1(6), 2020, 100068.
[6] Liu, X., Hu, G. Elastic Metamaterials Making Use of Chirality: A Review. Journal of Mechanical Engineering, 62(7–8), 2016, 403–418.
[7] Bertoldi, K., Vitelli, V., Christensen, J., Hecke, M. V, Milla, G. Flexible mechanical metamaterials. Nature Reviews Materials, 2(17066), 2017, 1–11.
[8] Reichl, K.K., Inman, D.J. Lumped Mass Model of a 1D Metastructure for Vibration Suppression with no Additional Mass. Journal of Sound and Vibration, 403, 2017, 75–89.
[9] Abdeljaber, O., Avci, O., Inman, D.J. Genetic algorithm use for internally resonating lattice optimization: Case of a beam-like metastructure. Conference Proceedings of the Society for Experimental Mechanics Series, 2016.
[10] Abdeljaber, O., Avci, O., Inman, D.J. Optimization of chiral lattice based metastructures for broadband vibration suppression using genetic algorithms. Journal of Sound and Vibration, 369, 2015, 50–62.
[11] Abdeljaber, O., Avci, O., Kiranyaz, S., Inman, D.J. Optimization of linear zigzag insert metastructures for low-frequency vibration attenuation using genetic algorithms. Mechanical Systems and Signal Processing, 84, 2017, 625-641.
[12] Avci, O., Abdeljaber, O., Kiranyaz, S., Inman, D. Vibration suppression in metastructures using zigzag inserts optimized by genetic algorithms. Conference Proceedings of the Society for Experimental Mechanics Series, 2017.
[13] Jones, D.I.G. Handbook of Viscoelastic Vibration Damping. John Wiley & Sons, 2001.
[14] Lakes, R.S. Dynamic Behavior. Viscoelastic Materials, New York, New York: Cambridge University Press, 2009.
[15] Friswell, M.I., Inman, D.J. Finite Element Models with Viscoelastic Damping. 17th International Modal Analysis Conference, Orlando, Florida, 1999, pp. 181–187.
[16] Vasques, C.M.A., Moreira, R.A.S., Rodrigues, J.D. Viscoelastic Damping Technologies-Part I: Modeling and Finite Element Implementation. Journal of Advanced Research in Mechanical Engineering, 1(2), 2010, 76–95.
[17] Liravi, F., Darleux, R., Toyserkani, E. Additive manufacturing of 3D structures with non-Newtonian highly viscous fluids: Finite element modeling and experimental validation. Additive Manufacturing, 13, 2017, 113–123.
[18] Francois, M.M., Sun, A., King, W.E., Henson, N.J., Tourret, D., Bronkhorst, C.A., Carlson, N.N., Newman, C.K., Haut, T., Bakosi, J., Gibbs, J.W., Livescu, V., Vander Wiel, S.A., Clarke, A.J., et al. Modeling of additive manufacturing processes for metals : Challenges and opportunities. Current Opinion in Solid State & Materials Science, 21, 2017, 198–206.
[19] Mueller, J., Kim, S.E., Shea, K., Daraio, C. Tensile Properties of Inkjet 3D Printed Parts: Critical Process Parameters and their Efficient Analysis. ASME 2015 International Design Engineering Technical Conferences & Computers and Information in Engineering Conference, Boston, MA, 2015, pp. 1–10.
[20] Zhang, Y., Hao, L., Savalani, M.M., Harris, R.A., Tanner, K.E. Characterization and dynamic mechanical analysis of selective laser sintered hydroxyapatite-filled polymeric composites. Journal of Biomedical Materials Research - Part A, 86(3), 2008, 607–616.
[21] Wang, Y., Inman, D.J. Finite element analysis and experimental study on dynamic properties of a composite beam with viscoelastic damping. Journal of Sound and Vibration, 332(23), 2013, 6177–6191.
[22] Qureshi, A., Li, B., Tan, K.T. Numerical investigation of band gaps in 3D printed cantilever-in- mass metamaterials. Scientific Reports, 6(28314), 2016, 1–10.
[23] Liu, Y., Yi, J., Li, Z., Su, X., Li, W., Negahban, M. Dissipative elastic metamaterial with a low-frequency passband Dissipative elastic metamaterial with a low-frequency passband. AIP Advances, 7(065215), 2017, 1–7.
[24] Essink, B.C., Inman, D.J. Optimized 3D Printed Chiral Lattice for Broadband Vibration Suppresion. Topics in Modal Analysis & Testing, 2016, 205–214.
[25] Yu, T., Lesieutre, G.A. Damping of Sandwich Panels via Acoustic Metamaterials. AIAA Journal, 55(4), 2017, 1–13.
[26] Ge, Q., Mao, Y., Yu, K., Dunn, M.L., Qi, H.J. Active Composites and 4D Printing. 20th International Conference on Composite Materials, 2015.
[27] Liu, M.L., Reichl, K.K., Inman, D.J. Complex Modulus Variation by Manipulation of Mechanical Test Method and Print Direction. Society of Engineering Mechanics Annual Conference, Indianapolis, IN, 2017.
[28] Wang, Y., Inman, D.J. A finite element modeling of a multifunctional hybrid composite beam with viscoelastic materials. SPIE Smart Structures and Materials + Nondestructive Evaluation and Health Monitoring, 8689(734), 2013, 1–16.
[29] Reichl, K.K., Inman, D.J. Dynamic Mechanical and Thermal Analyses of Objet Connex 3D Printed Materials. Experimental Techniques, 42, 2018, 19–25.
[30] Inman, D.J. Engineering vibration, 4th ed. Upper Saddle River: Pearson, 2013.
[31] Objet Connex 3D Printers, 2015.
[32] Stavropoulos, P., Foteinopoulos, P. Modelling of additive manufacturing processes: A review and classification. Manufacturing Review, 5, 2018, 26.
[33] Stratasys PolyJet Materials Data Sheet 2014.
[34] Stratasys Digital Materials Data Sheet 2015.
[35] ASTM D5026 - 06. Standard Test Method for Plastics : Dynamic Mechanical Properties : In Tension 1. ASTM, D5026-06, 2014, 1–4.
[36] ASTM D5418 - 15. Standard Test Method for Plastics: Dynamic Mechanical Properties: In Flexure (Three-Point Bending). D5418-15, 2007, 20–23.
[37] de Lima, A.M.G., Stoppa, M.H., Rade, D.A. Finite Element Modeling of Structures Incorporating Viscoelastic Materials. 21st International Modal Analysis Conference, Orlando, Florida, 2003.
[38] Bagley, R.L., Torvik, P.J. Fractional calculus - a different approach to the analysis of viscoelastically damped structures. AIAA journal, 21(5), 1983, 741–748.
[39] Bagley, R.L., Torvik, P.J. Fractional calculus in the transient analysis of viscoelastically damped structures. AIAA Journal, 23(6), 1985, 918–925.
[40] Lesieutre, G.A., Lee, U. A finite element for beams having segmented active constrained layers with frequency-dependent viscoelastics. Smart Materials and Structures, 5(5), 1996, 615–627.
[41] Lesieutre, G.A., Mingori, D.L. Finite element modeling of frequency-dependent material damping using augmenting thermodynamic fields. Journal of Guidance, Control, and Dynamics, 13(6), 1990, 1040–1050.
[42] Lesieutre, G.A., Bianchini, E., Maiani, A. Finite element modeling of one-dimensional viscoelastic structures using anelastic displacement fields. Journal of Guidance Control and Dynamics, 19(3), 1996, 520–527.
[43] Golla, D.F., Hughes, P.C. Dynamics of Viscoelastic Structures - A Time-Domain, Finite Element Formulation. Journal of Applied Mechanics, 52(4), 1985, 897–906.
[44] McTavish, D.J., Hughes, P.C. Modeling of Linear Viscoelastic Space Structures. Journal of Vibration and Acoustics, 115(1), 1993, 103–110.
[45] McTavish, D.J., Hughes, P.C. Finite Element Modeling of Linear Viscoelastic Structures. 1987 ASME Design Technology 11th Biennial Conference on Mechanical Vibration and Noise, 1987, 9–17.
[46] McTavish, D.J., Hughes, P.C. Finite element modeling of linear viscoelastic structures: the GHM method. 33rd AIAA/ASME/ASCE/AHS/ASC Structures, Structural Dynamics and Materials Conference, 1992, 1753–1763.
[47] Martin, L.A., Inman, D.J. A Novel Viscoelastic Material Modulus Function for Modifying the Golla-Hughes-McTavish Method. International Journal of Acousitcs and Vibration, 18(3), 2013, 102–108.
[48] Lam, M.J., Inman, D.J., Saunders, W.R. Hybrid damping models using the Golla-Hughes-McTavish method with internally balanced model reduction and output feedback. Smart Materials and Structures, 9(3), 2000, 362–371.
[49] Reichl, K.K. Active metastructures for light-weight vibration suppression. 2018.
[50] ASTM E756 - 05. Standard Test Method for Measuring Vibration-Damping Properties of Materials. ASTM, 05(E756), 2010, 1–14.
[51] Reichl, K.K., Inman, D.J. Constant Mass Metastructure with Vibration Absorbers of Linearly Varying Natural Frequencies. 35th International Modal Analysis Conference, Garden Grove, CA, 2017, 153–158.
[52] Safai, L., Cuellar, J.S., Smit, G., Zadpoor, A.A. A review of the fatigue behavior of 3D printed polymers. Additive Manufacturing, 28, 2019, 87–97.
[53] Chandrupatla, T.R., Belegundu, A.D. Introduction to Finite Elements in Engineering, 3rd ed. Upper Saddle River: Prentice Hall, 2002.