This sudden change of momentum leads to the generation of an impulsive force. After the force is exerted by the player, the momentum increases to a higher value due to the development of velocity. Hence, the product of mass and velocity of the body, i.e., momentum, comes out to be zero. When the ball is at rest, the velocity is zero. Greenwood, D.T.: Advanced Dynamics.When a football player kicks a ball suddenly with force, the ball shoots away. Kamman, J.W., Huston, R.L.: Dynamics of constrained multibody systems. Wang, J.T., Huston, R.L.: Kane's equations with undetermined multipliers-application to constrained multibody systems. Wang, L.S., Chou, W.T.: The analysis of constrained impulsive motion.
Oxford University Press, Oxford, UK (2002) Papastavridis, J.G.: Analytical Mechanics: A Comprehensive Treatise on the Dynamics of Constrained Systems for Engineers, Physicists, and Mathematicians. Papastavridis, J.G.: Impulsive motion of ideally constrained mechanical systems via analytical dynamics. Kövecses J., Cleghorn, W.L.: Finite and impulsive motion of constrained mechanical systems via Jourdain's principle: discrete and hybrid parameter models. Prentice-Hall, Englewood Cliffs, NJ (1977) Rosenberg, R.M.: Analytic Dynamics of Discrete Systems. American Mathematical Society, Providence, RI (1972) Neimark, I.Yu., Fofaev, N.A.: Dynamics of Nonholonomic Systems. Pars, L.A.: A Treatise on Analytical Dynamics. Kane, T.R., Levinson, D.A.: Dynamics: Theory and Applications. Hu, B., Schiehlen W.: Multi-time scale simulation for impact systems: from wave propagation to rigid-body motion.
Schiehlen W., Seifried, R., Eberhard, P.: Elastoplastic phenomena in multibody impact dynamics. (eds.) Visual Nonlinear Multibody Systems, Kluwer Acadmedic Publishers, Dordrecht, The Netherlands, pp. Zakhariev, E.: Multibody system contact dynamics simulation. Zakhariev, E.: A numerical method for multibody system frictional impact simulation. 27, 436–444 (2001)Ĭhang, C.C., Liu, C.Q., Huston, R.L.: Dynamics of multibody systems subjected to impulsive constraints. Stronge, W.J.: Generalized impulse and momentum applied to multibody impact with friction. (eds.) Computional Methods in Mechanical Systems: Mechanism Analysis, Synthesis, and Optimization, Springer-Verlag, Heidelberg, pp. 57–81 (2003)Īmbrósio, J.A.C., Pereira, M.F.O.S.: Flexible multibody dynamics with nonlinear deformatioms: vehicle dynamics and crashworthiness applications.
218, 629–645 (2004)Īmbrósio, J.A.C.: Impact of rigid and flexible multibody systems: deformation description and contact models. 359, 2385–2404 (2001)Īmbrósio, J.A.C., Silva, M.P.T.: Structural and biomechanical crashworthiness using multi-body dynamics. Glocker, Ch.: On frictionless impact models in rigid-body systems, Phil. Pfeiffer, F., Glocker, Ch.: Multibody Dynamics with Unilateral Contacts. Glocker, Ch., Pfeiffer, F.: Multiple impact with friction in rigid multibody systems. Lankarani, H.M., Nikravesh, P.E.: Canonical impulse-momentum equations for impact analysis of multibody systems. 112, 119–126 (1990)īatlle, J.A., Condomines, A.B.: Rough collisions in multibody systems. Rismantab-Sany, J., Shabana, A.A.: On the use of the momentum balance in the impact analysis of constrained elastic systems. Khulief, Y.A., Shabana, A.A.: Impact response of multi-body systems with consistent and lumped masses. Haug, E.J., Wu, S.C., Yang, S.M.: Dynamics of mechanical systems with Coulomb friction, stiction, impact and constraint addition-deletion-Part I: Theory. Wittenburg, J.: Dynamics of Systems of Rigid Bodies. Lankarani, H.M., Nikravesh, P.E.: A contact force model with hysteresis damping for impact analysis of multibody systems.
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