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Channel transfer matrices have been arbitrarily selected as follows: (28).
The channel transfer matrices have been selected as below: (29).
Only point transfer matrices at the origin will be considered, and henceforth we will refer to them as transfer matrices.
Analytical expressions are derived for the transfer matrices.
This paper proposes a controller based on transfer matrices identified from the measurement data, on the ground that the accuracy of transfer matrices is manageable by identification algorithms.
where θ and θ ˜ are the appropriate transfer matrices calculated from the following iterative procedure.
One-dimensional flexural systems with 4 × 4 transfer matrices as well as acoustical and mechanical systems characterized by 2 × 2 transfer matrices are considered.
A technique is developed using transfer matrices to design a configuration by modeling its frequency response.
In both models, transfer matrices relate state vectors of tractions and displacements at two segment boundaries.
The transfer matrices for anisotropic poroelastic layer and anisotropic elastic solid layer are derived.
Continuity of stress and displacement is imposed at the interface between layers yielding transfer matrices.
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