[1] T.B. Rhyne, S.M. Cron, Development of a non- pneumatic wheel, Tire Science and Technology, 34(3) (2006) 150-169.
[2] A. Narasimhan, A computational method for analysis of material properties of a non-pneumatic tire and their effects on static load deflection, vibration and energy loss from impact rolling over obstacles, Clemson University, 2010.
[3] M. Barikani, Polyurethane: Chemistry, Properties, Application, Timing, Iran Polymer and Petrochemical Research Institute, 2007.
[4] S.M. Cron, Use of Connectors in ABAQUS/Explicit to Simulate Dynamic Motion Along a Curved Path, in: ABAQUS User’s Conference, 2004.
[5] K.k. Manga, Computation Method for Solving Spoke Dynamics on High Speed Rolling TweelTM, Clemson University, 2008.
[6] M. Ramachandran, Nonlinear Finite Element Analysis of TWEEL Geometric Parameter Modifications on Spoke Dynamics during High Speed Rolling, Maya Ramachandran, Clemson University, 2008.
[7] W. Rutherford, S. Bezgam, A. Proddaturi, L. Thompson, J.C. Ziegert, T.B. Rhyne, S.M. Cron, Use of orthogonal arrays for efficient evaluation of geometric designs for reducing vibration of a non- pneumatic wheel during high-speed rolling, Tire Science and Technology, 38(4) (2010) 246-275.
[8] S. Bezgam, Design and Analysis of Alternating Spoke Pair Concepts for a Non-Pneumatic Tire with Reduced Vibration at High Speed Rolling, Clemson University.
[9] M. Ramachandran, S. Bezgam, L.L. Thompson, J.C. Ziegert, T.B. Rhyne, S.M. Cron, On the effects of edge scalloping for collapsible spokes in a non-pneumatic wheel during high speed rolling, in: ASME 2009 International Mechanical Engineering Congress and Exposition, American Society of Mechanical Engineers, 2009, pp. 685-697.
[10] hyperelastic behavior of rubberlike materials, Abaqus 6.14 User Documentation.