The virtual DC motor (VDCM) control strategy can simulate the dynamic response of DC motors, enhance system stability and controllability, and has received widespread attention. However, a key challenge in the efficie...
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ISBN:
(数字)9798350350760
ISBN:
(纸本)9798350350777
The virtual DC motor (VDCM) control strategy can simulate the dynamic response of DC motors, enhance system stability and controllability, and has received widespread attention. However, a key challenge in the efficient operation of DC microgrids is the state of charge (SOC) balance of energy storage units, which is crucial for improving the utilization efficiency of energy storage units. This paper introduces an innovative control method that uses VDCM as the basic control layer and combines dynamic consensus algorithm to design SOC balance controller. The proposed method not only maintains the stability of the DC bus voltage, but also achieves SOC consistency among multiple energy storage units. This article validated the effectiveness of the control strategy through a simulation platform built using Matlab/Simulink. The results indicate that the controller can optimize the output of energy storage units, thereby improving the overall efficiency and lifespan of DC microgrid systems.
In this paper, we address the derangement problem by constructing a derangement table. We have identified the relationship between lexicographically ordered derangements and their coding trees through the derangement ...
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The Artificial Intelligence field seldom address the development of a fundamental building piece: a framework, methodology or algorithm to automatically build hierarchies of abstractions. This is a key requirement in ...
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This paper investigates the global consensus problems for the first-order and second-order unknown nonlinear multiagent systems (MASs) with uncertain input disturbance. Fuzzy logic systems are applied to solve the glo...
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This paper investigates the global consensus problems for the first-order and second-order unknown nonlinear multiagent systems (MASs) with uncertain input disturbance. Fuzzy logic systems are applied to solve the global consensus problem for unknown nonlinear MASs. A fully distributed adaptive fuzzy control is designed to enable followers asymptotically to track the leader without using any dynamics of the leader. The global consensus conditions are also derived for the first-order and second-order unknown MASs, which overcomes the drawback of the semiglobal consensus in existing literature. It is worth mentioning that the proposed approach can greatly alleviate the computation burden because it only needs to update a few parameters. An efficient framework is also given to achieve the global formation control of the second-order unknown nonlinear MAS with an undirected connected graph. Finally, four simulated examples are given to illustrate the effectiveness of the proposed control protocols.
The multidimensional moment problem is studied in terms of the Steiltjes transform. The diagonal step-by-step algorithm is constructed for the multidimensional moment problem. The set of solutions of the full multidim...
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Law protects people from discrimination. algorithms, however, can easily circumvent the appearance of discrimination through the artful use of proxy variables. For instance, a lending algorithm may appear to satisfy a...
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Law protects people from discrimination. algorithms, however, can easily circumvent the appearance of discrimination through the artful use of proxy variables. For instance, a lending algorithm may appear to satisfy a legal standard by ignoring race, but the same algorithm might deny loan applicants on the basis of having attended a particular high school—a variable that may closely correlate with race. An algorithm that assesses work performance and recommends promotions may ignore sex, but the same algorithm might penalize employees who take, on average, more paternity leave—a variable that may closely correlate with sex. The abuse of proxies cuts across political views on affirmative action. For example, an admissions committee might technically ignore race consistent with recent changes to Equal Protection rules, but the same committee might consider variables that are highly correlated to race, such as zip code, high school, and the income of parents, in order to achieve a university’s diversity goals. Today, there is no clear legal test for regulating the use of variables that proxy for race and other protected classes and classifications. This Article develops such a test. Decision tools that use proxies are narrowly tailored when they exhibit the weakest total proxy power. The test is necessarily comparative. Thus, if two algorithms predict loan repayment or university academic performance with identical accuracy rates, but one uses zip code and the other does not, then the second algorithm can be said to have deployed a more equitable means for achieving the same result as the first algorithm. Scenarios in which two algorithms produce comparable and non-identical results present a greater challenge. This Article suggests that lawmakers can develop caps to permissible proxy power over time, as courts and algorithm builders learn more about the power of variables. Finally, the Article considers who should bear the burden of producing less discriminatory alter
We introduce a method based on Conformal Prediction (CP) to quantify the uncertainty of full ranking algorithms. We focus on a specific scenario where n + m items are to be ranked by some "black box" algorit...
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Reconstructing high derivatives of noisy measurements is an important step in many control, identification and diagnosis problems. In this paper, a heuristic is proposed to address this challenging issue. The framewor...
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This paper studies the problem of finding a set of p connected vertices in a block graph. The center and median criteria are considered at the same time. Two variants of the problem are discussed. One is called the Pa...
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The usual division algorithms on and [i] measure the size of remainders using the norm function. These rings are Euclidean with respect to several functions. The pointwise minimum of all Euclidean functions f: R \ 0 ...
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