Applied mechanics and manufacturing technology : selected, by Ford Lumban Gaol; et al

By Ford Lumban Gaol; et al

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42, No. 6, p. 878-881 (2008). K.. Mechanical Vibration Isolation Technology, Shanghai: Shanghai Science and Technology Literature Press (1985). J. and Jiang, H.. Automotive Vibration Analysis, Shanghai: Tongji University Press (2002). X. and Zhang, Q.. Powertrain Mount System Optimization Based on Interior Noise Analysis, The 2010 International Conference on Future Computer and Communication, Vol. 2, p. 300-305 (2010). W. H.. ADAMS Tutorial Examples, Beijing: Beijing Institute of Technology Press (2002).

12. Kusy RP, Steven LE. Triple-stranded stainless steel wires-evaluation of mechanical properties and comparison with titanium alloy alternatives. Angle Orthod. 1987; 57:18-32. 13. Brantly WA. Orthodontic wires. In: Dental materials: properties and selection: Quintessence Publishing; 1989. p. 381-98. 14. Lyman T. Metal Handbook. 8th ed. Cleveland: American Society for Metals; 1964. Ford Lumban Gaol, Mehdi Roopaei, Svetlana Perry and Jessica Xu 25 15. Otsuka K, Wayman. Shape memory materials. United Kingdom: Cambridge University Press; 1998.

Since the inner surface of the sealing ring is subjected to a suddenly applied radial pressure p0 , and the outer surface is traction-free, the corresponding boundary conditions are given by r   rr (r ( A, t ), t )  p0 ,  rr (r ( B, t ), t )  0 , t  0 . (6) At the initial time, namely, t  0 , the sealing ring is in the undeformed state and is at rest, then the initial conditions are as follows (7) r ( R,0)  R , r ( R, 0)  0 . Solutions. (4), we have r  r ( R, t )  ( R 2  c 2 (t )  A2 )1 / 2 , t  0 , (10) where c(t ) is an integral constant to be determined that describes the radial motion position of the sealing ring at time t .

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