Bifurcation diagrams of the rotor/stator rubbing system with , , and obtained from (a) the piecewise smooth governing equation, (b) the smoothening governing equation with .

Bifurcation diagrams of the rotor/stator rubbing system with , , and obtained from (a) the piecewise smooth governing equation, (b) the smoothening governing equation with .

<p>Bifurcation diagrams of the rotor/stator rubbing system with , , and obtained from (a) the piecewise smooth governing equation, (b) the smoothening governing equation with .</p>

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Bibliographic Details
Main Author:	Shunzeng Wang (21722329) (author)
Other Authors:	Xiaoming Liu (47653) (author), Yuan Liu (88411) (author), Jinpeng Ma (3342755) (author)
Published:	2025
Subjects:	Medicine Cell Biology Neuroscience Physiology Biotechnology Ecology Inorganic Chemistry Biological Sciences not elsewhere classified Mathematical Sciences not elsewhere classified poincar &# 233 jump &# 8217 indicate &# 8216 stator rubbing system node bifurcation boundaries piecewise smooth rotor hopf bifurcation boundaries global dynamic characteristics hopf bifurcation dynamic characteristics speed system bifurcation diagrams xlink "> theoretical analysis stability analysis significantly differs sigmoid function numerical simulation interactive effect high speed governing equations full spectra frequency relations first time equilibrium solutions corresponding orbits
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