The phrase "associated subsystems" is correct and usable in written English.
It can be used when referring to subsystems that are linked or related to a larger system or main component.
Example: "The main system's performance is heavily influenced by the efficiency of its associated subsystems."
Alternatives: "related subsystems" or "connected subsystems".
For each subsystem, its corresponding local FDI component is designed by utilizing local measurements and certain communicated information from neighboring FDI components associated with subsystems that are directly interconnected to the particular subsystem under consideration.
In the distributed FDI architecture, a local FDI component is designed for each subsystem by utilizing local measurements and certain communicated information from neighboring FDI components associated with subsystems that are directly interconnected.
This paper emphasizes the factors associated with subsystems that are required to extract heat from 195 m2 solar collectors, store this heat in two thermally insulated hot water storage tanks and the heat distribution system with electrically operated pumps for water circulation.
For this purpose, the state feedback gains are not considered constant through the linearized subsystems, rather, based on some prescribed performance criteria, several feedback gains are associated to every subsystem, and the final gain for every subsystem is obtained by fuzzy blending of such gains.
Morphogenesis occurs in accordance with interaction between planetary subsystems associated with the above factors.
Reflection and transmission of wave components is described in terms of two global scattering matrices, which are systematically constructed from local coefficients associated with individual subsystems and junctions.
Within the context of the iterative coupled formulation based on the fixed stress split algorithm the governing equations are decomposed into three subsystems associated with the geomechanics, hydrodynamics and transport problems.
The results obtained suggest that in addition to the choice of design variables, the structure of subsystems associated to numerical procedures has a considerable impact on the performance of the optimizers.
Furthermore, we establish a necessary and sufficient condition for the stabilization of the system with two subsystems associated with the Schrödinger operator.
Consider system (2.1) with two subsystems associated with the Schrödinger operator described by A_{1}= begin{pmatrix} 0.5 & 1.4 1.5& 1.2 end{pmatrix}, qquad A_{2}= begin{pmatrix} 1.3 & 1.5 1.4& 0.6 end{pmatrix}.
