基于改进三角模糊VIKOR法的用户储能系统配置方案综合评估

针对不确定环境下用户储能系统配置方案评估决策,提出一种基于改进三角模糊多准则妥协解排序(VIKOR)法的评估模型。首先,运用扎根理论构建评估指标集,并采用灰色关联-粗糙集方法进行指标筛选,形成评估指标体系。然后,采用主、客观相结合的方法计算指标组合权重,以提高其准确性,其中主观权重由模糊层次分析(FAHP)法求得,客观赋权法由改进标准间重要性相关性(CRITIC)法求得。最后,考虑指标之间的冲突性与模糊性,运用改进三角模糊VIKOR法对配置方案评估与排序比选。通过仿真分析,验证了本文所建模型的有效性和可行性。     

含MMC的交直流输电系统短路电流统一求解方法

针对含模块化多电平换流器(MMC)的交直流输电系统短路电流水平校核问题,在考虑MMC的运行方式和控制系统的基础上,建立了MMC交流侧故障模型。在对比分析了同步机电源和MMC输出短路电流的机理后,通过近似求解并网点(PCC)处电压将MMC交流侧故障模型简化为电流源模型以实现PCC处电压和MMC输出电流之间的解耦。对支路进行合理编号并筛选出电源支路和待求短路电流所在无源支路,基于电网络理论将联络节点构成的无源网络用混合参数表征,经推导得到了含MMC的电网短路电流计算的统一求解方法。不同工况下的仿真结果表明,通过建立各控制策略下的MMC交流侧故障模型,所提算法能准确统一求解不同MMC交流侧故障下的短路电流,可用于含MMC的交直流输电系统的设备选型和保护系统设计。     

数据驱动的同调机组分群及主动解列技术

新型电力系统发生区域性故障时系统的安全稳定性问题日益突出,主动解列作为防止故障扩散的有效手段在系统稳定研究中逐渐获得关注。从同调机组分群技术和解列断面搜索技术两个方面对主动解列开展研究,结合时频分析、特征提取和图论等方法,提出基于改进聚类算法的同调机组分群技术和基于多层图分割的解列断面搜索技术,并在IEEE-39节点标准测试系统中验证了所提方法的适用性。     

认知雷达抗干扰中的博弈论分析综述

雷达对抗的核心研究内容主要是干扰策略与抗干扰策略之间的对抗博弈,其作为电子战研究领域的热点一直备受学者们关注.该文综述了学者们利用合作与非合作博弈方法来分析雷达在进行目标探测和干扰抑制时所使用的策略,主要通过不同体制的雷达利用认知技术感知和学习外界复杂的电磁环境,合理地分配发射功率、控制编码序列、设计波形、研究检测和跟踪方法以及分配雷达通信资源等.这样雷达既节约发射所消耗的功率,又可以自适应地搜索和跟踪目标而不被敌方所发现,从而使雷达在复杂多变的现代战场环境中达到自身最优的性能.最后,对认知雷达抗干扰中的博弈论分析研究进行总结和展望,并指出了一些博弈论在认知雷达抗干扰策略应用中所面临的潜在问题和挑战.     

基于博弈论优化的高效联邦学习方案

随着网络信息技术与互联网的发展,数据的隐私与安全问题亟待解决,联邦学习作为一种新型的分布式隐私保护机器学习技术应运而生。针对在联邦学习过程中存在个人数据信息泄露的隐私安全问题,结合Micali-Rabin随机向量表示技术,基于博弈论提出一种具有隐私保护的高效联邦学习方案。根据博弈论激励机制,构建联邦学习博弈模型,通过设置合适的效用函数和激励机制保证参与者的合理行为偏好,同时结合Micali-Rabin随机向量表示技术设计高效联邦学习方案。基于Pedersen承诺机制实现高效联邦学习的隐私保护,以保证联邦学习各参与者的利益和数据隐私,并且全局达到帕累托最优状态。在数字分类数据集上的实验结果表明,该方案不仅提高联邦学习的通信效率,而且在通信开销和数据精确度之间实现平衡。     

Stability and electronic properties of armchair boron nitride/carbon nanotubes

In this work are studied the electronic and structural properties of armchair boron nitride/carbon nanotubes using first principles calculations. The density functional within the generalized gradient approximation (HSEh1PBE-GGA) is used. For each composition, different bonding schemes for the construction of the hybrid systems were employed. Among them, structural stability with neutral charge was determined for the following compositions: T1: B₄₀N₃₅C₇₅H₂₀, T2: B₃₅N₄₀C₇₅H₂₀, T3: B₃₇N₃₈C₇₅H₂₀, T4 : B₃₇N₃₇C₇₆H₂₀, and T7: B₃₅N₃₅C₈₀H₂₀. All these hybrid nanotubes have high polarity; the T3, T4 and T7 are semiconductors: whereas T1 and T2 are conductor in character. The formers also have magnetic behavior. These properties together with a low-chemical potential suggest applications as nano-vehicle for drug delivery. These mixed nanotubes also have potential applications in the electronic devices based on the small work function.     

Deformation due to expanding ring load in modified couple stress thermoelastic diffusion in time and frequency domain

The two-dimensional problem of expanding ring load in a modified couple stress theory of thermoelastic diffusion with heat sources in time and frequency domains is investigated. The mathematical formulation prepared for thermoelastic diffusion solids with one and two relaxation times using Laplace and Hankel transforms. The displacements, stress components, temperature change, and chemical potential are obtained in a transformed domain. Numerical computation is performed for these quantities and the resulting quantities are shown graphically for the time and frequency domains. Comparisons are made with the results predicted by the two theories and different values of time and frequency. Particular cases of interest are also deduced.     

The transient response of a functionally graded piezoelectric rod subjected to a moving heat source under fractional order theory of thermoelasticity

The transient thermo-piezoelectric response of a functionally graded piezoelectric rod subjected to a moving heat source is investigated in the context of fractional order theory of thermoelasticity proposed by Sherief. The material properties of the functionally graded piezoelectric rod are assumed to vary exponentially along the length, except for the thermal relaxation time and the specific heat, which are taken to be constant. To solve the governing equations of the problem, Laplace transform is applied, eliminating the time effect; the analytical solutions of the displacement, stress, temperature, and electric field in Laplace domain are obtained. Subsequently, the solutions of the considered variables in time domain are obtained by numerical Laplace inversion and illustrated graphically. In calculation, the effect of the fractional order parameter on the variations of the considered variables is presented.     

Wave propagation in functionally graded nanocomposites reinforced with carbon nanotubes based on second-order shear deformation theory

In the present article, as a first endeavor, the wave propagation in functionally graded nanocomposites reinforced with carbon nanotubes is investigated on the basis of second-order shear deformation theory. Four different types of functionally graded nanocomposites are presented. An analytical method is used to find the circular frequencies and phase velocities. To show the accuracy of the present methodology, our results for the free vibration are compared with the results of functionally graded plates available in the literature. The influences of different parameters are also investigated on the circular frequencies and phase velocities.