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The modal transformation technique is applied to reduce the number of equilibrium equations for subsequent analysis.
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The modal expansion method and a matrix transformation technique are used to solve the system equations to obtain the natural frequencies and modes of system.
Using the transformation technique, the transformed model can be derived.
Firstly, an impedance-based parameter-dependent algorithm, derived by using modal transformation theory and fast Fourier transform is presented.
A modal transformation is introduced, which allows independent design of the subsystem controllers.
The viscous damping model obtained from the inverse modal transformation is adopted.
For this purpose, we use the unitary transformation technique.
One of them is the Riccati transformation technique.
By alternating minimization technique and unconstrained transformation technique the author gets the following minimization functional.
The 1-dof approach is extended to a multi-dof truss model by modal transformation based on FE formulations and properties of the friction damper indentified experimentally.
The solution is obtained by using Laplace transformation technique.
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