1 B. C. Wen, "Vibration utilization engineering" Science Publisher 2005
2 M. Fadaee, "Two-dimensional stick-slip motion of Coulomb friction oscillators" 2015
3 G. S. Whiston, "The vibro-impact response of a harmonically excited and preloaded one-dimensional linear oscillator" 115 : 303-319, 1987
4 S. W. Shaw, "The dynamics of a harmonically excited system having rigid amplitude constraints, part 1: subharmonic motions and local bifurcations" 52 : 453-458, 1985
5 A. V. Dyskin, "Periodic motions and resonances of impact oscillators" 331 (331): 2856-2873, 2012
6 G. W. Luo, "Period-doubling bifurcations and routes to chaos of the vibratory systems contacting stops" 323 : 210-217, 2004
7 A. B. Nordmark, "Non-periodic motion caused by grazing incidence in impact oscillators" 145 (145): 279-297, 1991
8 M. Wiercigroch, "Modelling of dynamical systems with motion dependent discontinuities" 11 : 2429-2442, 2000
9 S. S. Rao, "Mechanical vibrations" Pearson Prentice Hall 2010
10 F. Peterka, "Laws of impact motion of mechanical system with one degree of freedom, Part I-theoretical analysis of nmultiple (1/n)-impact motion" 4 : 462-473, 1974
1 B. C. Wen, "Vibration utilization engineering" Science Publisher 2005
2 M. Fadaee, "Two-dimensional stick-slip motion of Coulomb friction oscillators" 2015
3 G. S. Whiston, "The vibro-impact response of a harmonically excited and preloaded one-dimensional linear oscillator" 115 : 303-319, 1987
4 S. W. Shaw, "The dynamics of a harmonically excited system having rigid amplitude constraints, part 1: subharmonic motions and local bifurcations" 52 : 453-458, 1985
5 A. V. Dyskin, "Periodic motions and resonances of impact oscillators" 331 (331): 2856-2873, 2012
6 G. W. Luo, "Period-doubling bifurcations and routes to chaos of the vibratory systems contacting stops" 323 : 210-217, 2004
7 A. B. Nordmark, "Non-periodic motion caused by grazing incidence in impact oscillators" 145 (145): 279-297, 1991
8 M. Wiercigroch, "Modelling of dynamical systems with motion dependent discontinuities" 11 : 2429-2442, 2000
9 S. S. Rao, "Mechanical vibrations" Pearson Prentice Hall 2010
10 F. Peterka, "Laws of impact motion of mechanical system with one degree of freedom, Part I-theoretical analysis of nmultiple (1/n)-impact motion" 4 : 462-473, 1974
11 F. Peterka, "Explanation of appearance and characteristics of intermittency chaos of the impact oscillator" 19 (19): 1251-1259, 2004
12 P. Ing, "Experimental study of impact oscillator with one-sided elastic constraint" 366 : 679-704, 2008
13 J. S. Walker, "Chaos in a simple impact oscillator : The bender bouncer" 64 (64): 397-409, 1996
14 Z. K. Peng, "Analysis of bilinear oscillators under harmonic loading using nonlinear output frequency response functions" 49 : 1213-1225, 2007
15 G. W. Luo, "Analyses of impact motions of harmonically excited systems having rigid amplitude constraints" 34 (34): 1883-1905, 2007
16 S. D. Yu, "An efficient computational method for vibration analysis of unsymmetric piecewise-linear dynamical systems with multiple degrees of freedom" 71 (71): 493-504, 2013
17 V. W. T. Sin, "A symmetrically piecewise linear oscillator: Design and measurement" 213 (213): 241-249, 1999
18 S. H. Doole, "A piecewise linear suspension bridge model: nonlinear dynamics and orbit continuation" 11 : 19-47, 1996
19 S. W. Shaw, "A periodically forced piecewise linear oscillator" 90 : 129-155, 1983