مدلسازی دینامیکی و تحلیل ارتعاشات تنسگریتی منشوری با مقطع مربعی

 1. Motro, R., Tensegrity: structural systems for the future. 2003: Elsevier.
2. Furuya, H., "Concept of deployable tensegrity structures in space application", International Journal of Space
Structures 7 (2), 143-151 (1992).
3. Wen, L., F. Pan, and X. Ding, "Tensegrity metamaterials for soft robotics", Sci. Robot. 5 (45), eabd9158 (2020).
4. Kahla, N.B., et al., "Nonlinear Dynamic Response and Stability Analysis of a Tensegrity Bridge to Selected Cable
Rupture", Latin American Journal of Solids and Structures 17 (2) (2020).
5. Tibert, A. and S. Pellegrino, "Review of form-finding methods for tensegrity structures", International Journal of
Space Structures 18 (4), 209-223 (2003).
6. Oppenheim, I. and W. Williams, "Geometric effects in an elastic tensegrity structure", Journal of elasticity and the
physical science of solids 59 (1), 51-65 (2000).
7. Williamson, D., R.E. Skelton, and J. Han, "Equilibrium conditions of a tensegrity structure", International Journal
of Solids and structures 40 (23), 6347-6367 (2003).
8. Pugh, A., An introduction to tensegrity. 2020: University of California Press.
9. Ali, N.B.H. and I. Smith, "Dynamic behavior and vibration control of a tensegrity structure", International Journal
of Solids and Structures 47 (9), 1285-1296 (2010).
10. Ashwear, N. and A. Eriksson, "Natural frequencies describe the pre-stress in tensegrity structures", Computers &
Structures 138, 162-171 (2014).
11. Yang, S. and C. Sultan. Free vibration and modal analysis of a tensegrity-membrane system. in ASME 2016
International Design Engineering Technical Conferences and Computers and Information in Engineering
Conference. 2016. American Society of Mechanical Engineers Digital Collection.
12. Kan, Z., et al., "Nonlinear dynamic and deployment analysis of clustered tensegrity structures using a positional
formulation FEM", Composite Structures 187, 241-258 (2018).