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The approach is a useful tool in solvent system formulation.
Linear saturating state feedback controllers and soft variable-structure controllers are developed based on this system formulation.
Firstly, the control system formulation is developed based on the mathematical model for nonlinear missile dynamics with system uncertainties and unknown multiple disturbances.
Thanks to the generality of the linear system formulation and the flexibility of the designed color checker, the proposed method is applicable to various multi-camera systems.
This paper presents a new model for a class of Takagi-Sugeno fuzzy dynamic systems based on a piecewise affine system formulation.
Based on the 2D system formulation, a sufficient condition for robust asymptotical stability is first derived for multi-input multi-output linear batch processes.
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Some perspectives and challenges in research on the crossing of system biology, hybrid system formulations and system identification are outlined.
For a drug delivery system, formulations are isotropic mixtures of an oil, a surfactant, a co-surfactant (or solubilizer), and a drug.
In order to investigate this novel delivery system, formulations containing IFN-β-1a asd trypsinogen as model proteins were developed.
The presence of fruit caused a significant rise in the G′ and G″ module values for all the thickener system formulations, but the effect was greater with the mixtures that contained pectin.
Similar to tamsulosin and the gastrointestinal therapeutic system formulations of doxazosin, it does not require dose titration.
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