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1
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0028387071
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A comparison of two perturbation methods for vibrations of systems with quadratic and cubic nonlinearities
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M. Pakdemirli, "A Comparison of Two Perturbation Methods for Vibrations of Systems with Quadratic and Cubic Nonlinearities", Mechanics Research Communications, 21 (1994), pp. 203-208.
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(1994)
Mechanics Research Communications
, vol.21
, pp. 203-208
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Pakdemirli, M.1
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2
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0000281185
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Comparison of direct-perturbation methods with discretization-perturbation methods for nonlinear vibrations
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M. Pakdemirli and H. Boyaci, "Comparison of Direct-Perturbation Methods with Discretization-Perturbation Methods for Nonlinear Vibrations", Journal of Sound and Vibration, 186 (1995), pp. 837-845.
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(1995)
Journal of Sound and Vibration
, vol.186
, pp. 837-845
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Pakdemirli, M.1
Boyaci, H.2
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3
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0001238155
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Vibrations of continuous systems having arbitrary quadratic and cubic non-linearities
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M. Pakdemirli and H. Boyaci, "Vibrations of Continuous Systems Having Arbitrary Quadratic and Cubic Non-linearities", Applied Mechanics and Engineering, 1 (1996), pp. 445-463.
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(1996)
Applied Mechanics and Engineering
, vol.1
, pp. 445-463
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Pakdemirli, M.1
Boyaci, H.2
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4
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0001678783
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A comparison of different versions of the method of multiple scales for partial differential equations
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H. Boyaci and M. Pakdemirli, "A Comparison of Different Versions of the Method of Multiple Scales for Partial Differential Equations", Journal of Sound and Vibration, 204 (1997), pp. 595-607.
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(1997)
Journal of Sound and Vibration
, vol.204
, pp. 595-607
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Boyaci, H.1
Pakdemirli, M.2
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5
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0002580945
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Continuous systems with odd nonlinearities: A general solution procedure
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M. Pakdemirli, H. Boyaci, and M. Yilmaz, "Continuous Systems with Odd Nonlinearities: A General Solution Procedure", Mathematical and Computational Applications, 2 (1997), pp. 85-90.
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(1997)
Mathematical and Computational Applications
, vol.2
, pp. 85-90
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Pakdemirli, M.1
Boyaci, H.2
Yilmaz, M.3
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6
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0032681507
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A comparison of different versions of the method of multiple scales for an arbitrary model of odd nonlinearities
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M. Pakdemirli and H. Boyaci, "A Comparison of Different Versions of the Method of Multiple Scales for an Arbitrary Model of Odd Nonlinearities", Mathematical and Computational Applications, 4 (1999), pp. 273-282.
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(1999)
Mathematical and Computational Applications
, vol.4
, pp. 273-282
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Pakdemirli, M.1
Boyaci, H.2
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7
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0001464365
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A generalized approach to coupled nonlinear vibrations of continuous systems
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M. Pakdemirli and H. Boyaci, "A Generalized Approach to Coupled Nonlinear Vibrations of Continuous Systems", Mathematical and Computational Applications, 2 (1997), pp. 141-154.
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(1997)
Mathematical and Computational Applications
, vol.2
, pp. 141-154
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Pakdemirli, M.1
Boyaci, H.2
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8
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0035807258
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Vibrations of continuous systems with a general operator notation suitable for perturbative calculations
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M. Pakdemirli, "Vibrations of Continuous Systems with a General Operator Notation Suitable for Perturbative Calculations", Journal of Sound and Vibration, 246 (2001), pp. 841-851.
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(2001)
Journal of Sound and Vibration
, vol.246
, pp. 841-851
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Pakdemirli, M.1
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9
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0035521099
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A general solution procedure for coupled systems with arbitrary internal resonances
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M. Pakdemirli, "A General Solution Procedure for Coupled Systems with Arbitrary Internal Resonances", Mechanics Research Communications, 28 (2001), pp. 617-622.
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(2001)
Mechanics Research Communications
, vol.28
, pp. 617-622
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Pakdemirli, M.1
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10
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0001742916
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Direct treatment and discretizations of non-linear spatially continuous systems
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W. Lacarbonara, "Direct Treatment and Discretizations of Non-Linear Spatially Continuous Systems", Journal of Sound and Vibration, 221 (1999), pp. 849-866.
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(1999)
Journal of Sound and Vibration
, vol.221
, pp. 849-866
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Lacarbonara, W.1
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11
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0032097205
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Reduced order models of weakly nonlinear spatially continuous systems
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A.H. Nayfeh, "Reduced Order Models of Weakly Nonlinear Spatially Continuous Systems", Nonlinear Dynamics, 16 (1998), pp. 105-125.
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(1998)
Nonlinear Dynamics
, vol.16
, pp. 105-125
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Nayfeh, A.H.1
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12
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0029292406
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Nonlinear normal modes of a continuous system with quadratic nonlinearities
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A.H. Nayfeh and S.A. Nayfeh, "Nonlinear Normal Modes of a Continuous System with Quadratic Nonlinearities", ASME Journal of Vibration and Acoustics, 117 (1995), pp. 199-205.
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(1995)
ASME Journal of Vibration and Acoustics
, vol.117
, pp. 199-205
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Nayfeh, A.H.1
Nayfeh, S.A.2
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13
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0026679988
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On the effects of quadratic nonlinearities on the response of individual modes of towed cable systems under tow point excitation
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June 14-19
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J.W. Kamman, "On the Effects of Quadratic Nonlinearities on the Response of Individual Modes of Towed Cable Systems Under Tow Point Excitation", Proc. Second Int. Offshore Polar Eng. Conf., San Francisco, CA, June 14-19 1992, pp. 434-441.
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(1992)
Proc. Second Int. Offshore Polar Eng. Conf., San Francisco, CA
, pp. 434-441
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Kamman, J.W.1
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14
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0033908867
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Direct treatment and discretizations of non-linear spatially continuous systems
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W. Lacarbonara, "Direct Treatment and Discretizations of Non-Linear Spatially Continuous Systems", Shock and Vibration Digest, 32 (2000), p. 60.
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(2000)
Shock and Vibration Digest
, vol.32
, pp. 60
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Lacarbonara, W.1
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15
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0028482191
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Non-linear free periodic oscillations of a tethered satellite system
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A. Luongo and F. Vestroni, "Non-Linear Free Periodic Oscillations of a Tethered Satellite System", Journal of Sound and Vibration, 175 (1994), pp. 299-315.
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(1994)
Journal of Sound and Vibration
, vol.175
, pp. 299-315
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Luongo, A.1
Vestroni, F.2
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16
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0012020204
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Non-linear vibrations of a slightly curved beam resting on a non-linear elastic foundation
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H.R. Oz, M. Pakdemirli, E. Ozkaya, and M. Yilmaz, "Non-Linear Vibrations of a Slightly Curved Beam Resting on a Non-Linear Elastic Foundation", Journal of Sound and Vibration, 212 (1998), pp. 295-309.
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(1998)
Journal of Sound and Vibration
, vol.212
, pp. 295-309
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Oz, H.R.1
Pakdemirli, M.2
Ozkaya, E.3
Yilmaz, M.4
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19
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0012198274
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Application of the method of multiple scales to nonlinearly coupled oscillators
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ed. J.O. Hirschfelder and R.E. Wyatt. New York: John Wiley and Sons
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A.H. Nayfeh, "Application of the Method of Multiple Scales to Nonlinearly Coupled Oscillators", in Lasers, Molecules and Methods, ed. J.O. Hirschfelder and R.E. Wyatt. New York: John Wiley and Sons, 1989.
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(1989)
Lasers, Molecules and Methods
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Nayfeh, A.H.1
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