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As showed in [23], a few issues are needed to overcome such as deciding when to switch a device to low power mode or deciding "for how long should a device remain in the low power mode?" To solve these issues, efficient and flexible duty cycling techniques have been proposed.
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The approach taken relies on the concept of Sliding Modes to solve the resulting time-varying optimization problem.
The non-symmetric inhibitory interaction between the modes helps to solve an apparent paradox related to the notion that sensitivity and reliability in a network can coexist: the joint action of the external input and a stimulus-dependent connectivity matrix defines the stimulus-specific sequence.
The prominent problems in grid-connected mode are how to solve the coupling resonant among parallel inverters as well as between the inverters and the distribution network.
A kind of adaptive transfer function method is integrated with sliding mode control method to solve the control problem of second order system with double control directions.
This paper is about the application of adaptive sliding mode control to solving congestion problem for DiffServ Network.
A modified version of empirical mode decomposition (EMD) is presented to solve the mode mixing problem.
Many researchers have used the mode-matching technique to solve various structures with different boundary conditions.
The method of normal modes is used to solve a linear boundary-value problem composed of differential Equations 32 to 36 and boundary conditions (37), (38) (or (39)).
A hybrid observer, based on gathering partial information from individual modes, is designed to solve the state estimation of the converter.
Guidance and control framework based on second order sliding modes is presented to solve the problem of two dimensional path-following.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com