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Classification and resolution of critical cases in Grandine Klein's topology determination using a perturbation method.
An analytical solution for quadratic nonlinear wave-current interactions is derived using a perturbation method.
For the non-linear problem, an approximate solution using a perturbation method is searched.
They are also compared with similar expressions derived using a perturbation method.
This mathematical model was used to perform the thermal stability analysis of the dynamic system using a perturbation method.
Further, the asymptotic behavior of the filter near the limit is determined by using a perturbation method.
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We use a perturbation method around an equilibrium.
In this paper, a simple but efficient algorithm is presented by using a perturbation-incremental method for switching branches at a period-doubling bifurcation of strongly non-linear autonomous oscillators with many degrees of freedom.
The solution is achieved by using a perturbation technique and the Hankel transformation method which give a couple of dual integral equations of Titchmarsh type.
The governing nondimensional equations (2.9)–(2.11) along with the boundary conditions (2.12 - 2.13) are solved using a numerical perturbation method referred to as the method of successive linearisation.
In the absence of damping these equations of motion are reduced to Mathieu's equation through the use of a perturbation method.
More suggestions(12)
using a perturbation vector
using a perturbation technique
using a questionnaire method
using a snowballing method
using a perturbation scheme
using a perturbation expansion
using a perturbation principle
using a teaching method
using a framework method
using a perturbation displacement
using a triiodide method
using a perturbation time
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