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THE KBM DERIVATIVE EXPANSION METHOD IS EQUIVALENT TO THE MULTIPLE-TIME-SCALES METHOD

Journal of Sound and Vibration, 1997
Summary: Several perturbation methods are commonly used to predict the free and forced response of weakly non-linear oscillators. The Krylov-Bogoliubov-Mitropolsky (KBM) and multiple-time-scales (MTS) methods use expansions of dependent variables, ordinary time derivatives, and some system parameters to convert the equations of motion into a set of ...
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The Method of Multiple Scales and the ∈-Power Series

1998
The perturbation strategy known as the “method of multiple scales” lies at the heart of solitary wave theory. First, it is the vehicle by which three-dimensional reality is approximated by one-dimensional models such as the Korteweg-deVries equation. One might call this “reduction of dimension”.
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Periodic solution of circular Sitnikov restricted four-body problem using multiple scales method

Archive of Applied Mechanics, 2022
Ashok Kumar Pal   +2 more
exaly  

A New Perturbation Algorithm With Better Convergence Properties: Multiple Scales Lindstedt Poincare Method

Mathematical and Computational Applications, 2009
Mehmet Pakdemirli, H Boyaci
exaly  

Dynamic stability in principal parametric resonance of rotating beams: Method of multiple scales versus differential quadrature method

International Journal of Non-Linear Mechanics, 2016
Tang You-Qi   +2 more
exaly  

Forced Vibrations of Strongly Nonlinear Systems with Multiple Scales Lindstedt Poincaré Method

Mathematical and Computational Applications, 2011
Mehmet Pakdemirli, H Boyaci
exaly  

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