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Journal Articles
Accepted Manuscript
Journal:
Journal of Applied Mechanics
Article Type: Research Papers
J. Appl. Mech.
Paper No: JAM-22-1142
Published Online: August 17, 2022
Journal Articles
Journal:
Journal of Applied Mechanics
Article Type: Research Papers
J. Appl. Mech. September 2022, 89(9): 091009.
Paper No: JAM-22-1091
Published Online: August 17, 2022
Journal Articles
Accepted Manuscript
Journal:
Journal of Applied Mechanics
Article Type: Technical Briefs
J. Appl. Mech.
Paper No: JAM-22-1219
Published Online: August 17, 2022
Journal Articles
Accepted Manuscript
Journal:
Journal of Applied Mechanics
Article Type: Research Papers
J. Appl. Mech.
Paper No: JAM-22-1186
Published Online: August 17, 2022
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 1 Schematic diagram of the spectrum of a QP solution from the double-step MMS More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 2 Amplitudes of type I QP solutions of the damped nonlinear QP Mathieu equation versus the parametric excitation magnitude β with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5 from the three methods, i.e., the IHB method with ... More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 3 IHB method with two time scales, NI, and the double-step MMS for type I QP solutions of the damped nonlinear QP Mathieu equation with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5 at the parametric excitation magnitude β = 0... More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 4 QP responses of the damped nonlinear QP Mathieu equation with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5: ( a ) β ∼ A 1,0 and ( b ) enlargement of a zone highlighted in ( a ) More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 5 Poincaré sections of the QP responses of the damped nonlinear QP Mathieu equation with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5 from NI and the IHB method with two time scales with different numbers of harmonic terms: ( a... More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 6 Amplitudes of type II QP solutions versus the parametric excitation magnitude β of the damped nonlinear QP Mathieu equation with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5 from the IHB method with two time scales and NI; ... More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 7 IHB method with two time scales and NI for type II QP solutions of the damped nonlinear QP Mathieu equation with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5 at the parametric excitation magnitude β = 0.6: ( a ) time histor... More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 8 Amplitudes of type III QP solutions versus the parametric excitation magnitude β of the damped nonlinear QP Mathieu equation with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5 from the IHB method with two time scales and NI:... More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 9 The IHB method with two time scales and NI for type III QP solutions of the damped nonlinear QP Mathieu equation with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5 at the parametric excitation magnitude β = 0.6: ( a ) time h... More
Image
in Quasi-Periodic Solutions of a Damped Nonlinear Quasi-Periodic Mathieu Equation by the Incremental Harmonic Balance Method With Two Time Scales
> Journal of Applied Mechanics
Published Online: August 17, 2022
Fig. 10 Time histories of the damped nonlinear QP Mathieu equation with ω = 1.2075, ω d = 3 / 20 , c = 0.001, ω ~ 0 = 1.1 , α = 0.08, and ξ = 0.5 at the parametric excitation magnitude β = 0.4 More
Journal Articles
Journal:
Journal of Applied Mechanics
Article Type: Technical Briefs
J. Appl. Mech. September 2022, 89(9): 094501.
Paper No: JAM-22-1221
Published Online: August 9, 2022
Image
in Dislocation Dipole in a Strained Nanostructured Layer Buried in an Infinite-Size Matrix
> Journal of Applied Mechanics
Published Online: August 9, 2022
Fig. 1 (Sketch not to scale) ( a ) A strained nanostructured layer of material A and thickness h L is embedded in an infinite-size matrix of material B. A nanowire of material A, width 2 h x and height h y , is considered at the upper layer–matrix interface. The misfit strain between ... More
Image
in Dislocation Dipole in a Strained Nanostructured Layer Buried in an Infinite-Size Matrix
> Journal of Applied Mechanics
Published Online: August 9, 2022
Fig. 2 Dimensionless force F ~ G + versus the dislocation position x ~ d for different values of the dipole vertical position, with h ~ y = 0.4 and K ~ m = 1 : ( a ) in the upper part of the nanostructure ( y ~ d ... More
Image
in Dislocation Dipole in a Strained Nanostructured Layer Buried in an Infinite-Size Matrix
> Journal of Applied Mechanics
Published Online: August 9, 2022
Fig. 3 Different regions in the ( h ~ y , y ~ d ) plane of the nanostructure where the dislocation dipole can reach or not equilibrium positions, with K ~ m = 1 More
Image
in Dislocation Dipole in a Strained Nanostructured Layer Buried in an Infinite-Size Matrix
> Journal of Applied Mechanics
Published Online: August 9, 2022
Fig. 4 Critical misfit parameter ( δa / a eq ) c versus h y / h x for h x = 20 b , 50 b , and 100 b More
Journal Articles
Naser Sharafkhani, Julius O. Orwa, Scott D. Adams, John M. Long, Gaëlle Lissorgues, Lionel Rousseau, Abbas Z. Kouzani
Journal:
Journal of Applied Mechanics
Article Type: Research Papers
J. Appl. Mech. September 2022, 89(9): 091008.
Paper No: JAM-22-1171
Published Online: July 28, 2022