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The principal regions of parametric resonance are determined using the method suggested by Bolotin.
The regions of parametric resonance have been obtained by using the method of multiple scales.
Regions of parametric sensitivity obtained from the generalized sensitivity criterion were compared with corresponding regions obtained experimentally.
Also, the effect of pre-instability spatial variation on the principal regions of parametric resonance is separately studied.
The regions of parametric instability for various values of the system parameters are presented and the influence of such parameters on the stability of the system is studied.
The effects of the shear and core-thickness parameters as well as the core loss factor upon the regions of parametric instability are considered.
Similar(48)
A generalized region of parametric sensitivity is identified where the reactor temperature is parametrically sensitive simultaneously to all the input parameters.
We show that this system has rich dynamics which depends on the region of parametric space.
By a combinatorial algorithm which constructs and follows polyhedra sequences, the region of parametric stability is detected.
The sensitivity functions are calculated along with the state variables and the bound of the region of parametric sensitivity is drawn by the maximum of the sensitivity of the particle temperature at the hot spot.
Therefore, the objective of this paper is to present analytical and numerical methodologies to study the dynamics of a slider-crank mechanism with an axially periodic array non-homogeneous coupler; the proposed passive system is introduced to reduce the region of parametric resonance of the mechanism.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com