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The basic problem of order reduction of nonlinear systems with time periodic coefficients is considered.
In this work, we discuss the parametric modeling for the (electro -thermal analysis of componelectro -thermaltronic structures analysismatic mofel order reducomponentshe cofsequenanoelectronicmodelstructures
Previous speedup approaches of the SPICE (Simulation Program with Integrated Circuit Emphasis) analog circuit simulator included either solver improvements and speedup or model order reduction of the semiconductor devices.
Furthermore, this BBD structure allows for intrinsic model order reduction of the partitions during the Newton iteration, transforming the Newton method to a Quasi-Newton method.
Model order reduction of the controllers is briefly discussed, which is important for implementation of the controllers in the robot control system.
In this work, new methodologies for order reduction of nonlinear systems with periodic coefficients subjected to external periodic excitations are presented.
In the paper, a numerical procedure for model order reduction of a water-pipe system housed in a vibration-sensitive research facility is presented.
The method of uniform lumping presented in Part I, is generalized to permit use of unequal lumps for the order reduction of tridiagonal dynamic models of staged processes.
It is pointed out that the order reduction of systems with non-Lipschitzian non-linearities can be performed, using a concept of positively invariant manifolds.
The silane based coating on the sand blasted surface of cupronickel alloy brought about two order reduction of bacterial attachment as compared to the control sample.
The proper orthogonal decomposition (POD) method is a main and efficient tool for order reduction of high-dimensional complex systems in many research fields.
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