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For unsteady viscous flow the direct calculation of the needed force is facilitated by a feedback scheme in which the velocity is used to iteratively determine the desired value.
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Such a feedback scheme is suboptimal in nature.
Substituting Equation (32) in Equation (34), we can obtain the sum-rate achieved by each feedback scheme as a function of the feedback cost: R = J log 2 ( 1 + 1 / J k ⋅ 10 p C + σ n 2 / P ), (35).
Moreover, a practical feedback scheme with a low computational complexity is also addressed in this section.
In this paper, we propose a novel feedback scheme via a subspace-based channel quantization method.
Then, by using this feedback scheme, we present a scheduling strategy which solves a weighted sum rate maximization problem for given rate requirements.
This process involves a single feedback scheme at the CPU.
We also propose a combined feedback scheme which is based on the hierarchical codebook construction method in an effort to reduce the feedback overhead by exploiting the temporal correlation of the channel.
Moreover, we propose a dynamic feedback scheme via bit allocation to reduce the throughput loss due to limited feedback.
This paper presents a periodic feedback scheme to synchronize the two pendulum subsystems.
Furthermore, a suitable feedback scheme is developed for each topology for power converter control.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com