The phrase "augmentation method" is correct and usable in written English.
It can be used in contexts related to enhancing or improving a process, system, or technique, often in fields like technology, medicine, or research.
Example: "The augmentation method employed in this study significantly improved the accuracy of the results."
Alternatives: "enhancement technique" or "improvement strategy".
The computing time of the augmentation method is of the same order when the number of augmented levels increases.
Also, dynamization is an appropriate and frequent augmentation method.
Moreover, to address the problems with small samples, a data augmentation method was proposed.
This chapter is devoted to the discussion of such a stability augmentation method.
It was found that the strengthening effect and failure mode varied with the adopted FRP anchorage augmentation method.
An analysis of the experimental results revealed that the most effective anchorage augmentation method was the use of steel clamps.
The observability analysis here proposed addresses two complementary issues: the local weak observability for the nonlinear system, and the global observability for a linear time varying representation of the system derived through a state augmentation method.
The modal truncation augmentation method (MTAM) is also presented to handle the modal truncation problem by making the equilibrium equations into a subspace equation spanned in terms of the columns of a projection basis given in the GMAM.
The modal truncation augmentation method combined with a proposed staggered integration scheme is verified through simulation results as an efficient tool for analyzing a flexible dual-rotor gas turbine engine dynamics with the localized nonlinearities of the bearing and damper, with the thermal growths and with a flexible casing model.
(Error for multilevel augmentation method).
Algorithm: The multilevel augmentation method based on the Galerkin method.
