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The floating ring bearings widely used in high-speed applications are usually incorporated in rotordynamic algorithms under short bearing approximation or by using numerical solutions.
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This study also uses numerical solutions and laboratory experiments.
The method presented in this paper provides quick and accurate solutions for a wide range of transfers by using numerical orbital averaging to improve solution convergence and include orbital perturbations.
A solution can be found by using numerical integration together with an algorithm for solving sets of nonlinear equations.
This says that by using numerical methods, one can obtain approximations of the unknown exact solution.
2. To depict only by using numerical values that appear in a calculation process.
The investigation is performed by using a numerical solution approach.
The interfacial rate expression above is determined as free from diffusional contributions by using a numerical solution to model mass transfer with interfacial reaction in the LJRR.
Free vibration analysis of laminated conical shells is presented by using the numerical solution of governing differential equations of motion based on transverse shear deformation theory.
For both cases, we update the continuous variables to the values for the new time by using a numerical solution algorithm for ordinary differential equations (Euler, Runge-Kutta, etc).
Instead, solutions must be approximated using numerical methods.
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