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We developed molecular dynamics simulations to unfold single and multimeric ubiquitins with periodic forces.
It is assumed that three periodic forces are applied to the plate in three specific positions.
Typically due to the effect of inertia, these elastic links are subject to axial and transverse periodic forces.
The possibility of cascades of combined bifurcations is shown for a non-linear system with two external periodic forces.
Liu et al. [23] presented a spatial version of the phytoplankton-zooplankton model that includes some important factors such as external periodic forces, noise and diffusion processes.
This paper studies the dynamics of the electrostatic transducers described by two nonlinearly coupled differential equations of motion submitted to two external periodic forces.
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The panel at left shows a typical response to this sort of strong, pulsed, periodic forcing: after a brief transient the response is periodic with the same period as the forcing pulse train.
A 2D periodic force generator in terahertz band is presented.
Forced Duffing oscillators are much harder to analyze analytically, because of the periodic force involved.
Periodic forcing may improve bioreactor performances with respect to stationary operating conditions.
Such procedure is exact only in the limit of infinitesimal amplitude of the periodic forcing.
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