The first type yields values of (R_{L1}), (Omega_{1}), (X_{2}), (Omega_{2}), (X_{3}), (Omega_{3}), (R_{bk}), (R_{y}), (R_{z}), A, V and (R_{eq}), where the various symbols are defined above, given input values of mass ratio, q, stellar rotation parameter, p, and stellar fill-out factor, F. The second type gives the Roche radius in any direction specified by the user.
The effects of the design and operating parameters, namely the bearing parameter, B, gravity parameter, W, and mass ratio, α, on the bifurcations in the response of a flexible rotor supported by squeeze-film dampers without centering springs were examined using direct numerical integration.
In this paper a numerical study is undertaken to determine the effects of design parameters, i.e., gravity parameter, W, mass ratio, α, and stiffness ratio, K, on the bifurcations in the response of a flexible rotor mounted in squeeze-film dampers with retainer springs.
Sensitivity analyses with respect to the intensity of the random loads, the mass ratio and the main parameters of the primary structure are presented.
A new coupling parameter, which changes the natural frequencies of the coupled system, is introduced and is compared with other coupling parameters (mass ratio and stiffness ratio) in case studies.
Sensitivity analysis of the eigenvalues and eigenvectors indicates that mass ratio is the most sensitive parameter for altering the veering behaviour in an undamped system.
Therefore, the concrete relationships between mass ratio of electrodes and capacitor parameters were obtained.
The dependence of optimal TMD parameters on mass ratio especially for large TMD is highlighted.
The performance of the precision positioning table was predicted by changing the parameters of mass ratio and stiffness of spring.
By using the specific experimental parameters, the mass ratio of H2 and CH4 increased about 3 times inside the cuvette, leading to preferential growth of graphene single crystals, as observed in our experiments.
