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Applications of the point transformation method to several test examples are presented.
A point transformation technique is developed to investigate the non-linear behavior of a two-dimensional aeroelastic system with freeplay models.
It is shown that the point transformation technique is the most suitable to analyze the aeroelastic response of systems containing piecewise continuous restoring forces.
Two formulations of the point transformation method are presented, which can be applied to accurately predict the frequency and amplitude of limit cycle oscillations.
The formulations of the point transformation method developed in Part 1 of this study for the aeroelastic system with a freeplay model is extended for a hysteresis model.
In this contribution, a generalized total least squares prediction (GTLSP) algorithm, which implements the parameter estimation and new point transformation synthetically, is proposed.
Similar(47)
To define this method we apply invariance properties of Newton's free boundary problem under a scaling group of point transformations.
as the infinitesimal Lie point transformations.
Active general covariance considers the dual point transformations induced by coordinate transformations.
The symmetry type of an ode is invariant under point transformations.
By contrast, the decomposition type of an ode is not invariant under general point transformations because in general it changes the type of the right component.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com