## Phase plane analysis of dynamically loaded journal bearings |

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aid of equation Appendix axis center location centers requires Chapter Consider contains cos2 cubic equation defined by equation derivatives Diagram Relative differential equation dynamic equilibrium equa equation 2.6 equation G equation(3 Evaluation of Integral fluid pressure given by equation high Q IBM 650 computer journal bearing Journal Behavior journal center Journal Inertia Forces journal rotating journal speed Laminar flow light loading line of centers load forces load rotating Newtonian fluid odd function one-half the journal phase plane analysis Phase Plane Equation phase plane notation Phase Plane Plot phase plane trajectories placed in phase pressure and load pressure forces RADIAL JOURNAL MOTION rotational speeds shearing stress sin2 sin2a Sommerfeld square root term substituted into equation Substitution of equation symmetrical Taylor series term in equation tion vertical reference line viscous shear forces whirl zero