多馈入直流(multi-infeed direct current,MIDC)系统换相失败抵御能力的评价与提升方法,对实际电网系统换相失败特性的测试、评估难题的解决以及换相失败防御技术在电网规划与运行中的应用具有重要意义,因此文中对其进行系统科学的归纳...多馈入直流(multi-infeed direct current,MIDC)系统换相失败抵御能力的评价与提升方法,对实际电网系统换相失败特性的测试、评估难题的解决以及换相失败防御技术在电网规划与运行中的应用具有重要意义,因此文中对其进行系统科学的归纳和总结。首先,阐述MIDC系统以及换相失败的基本定义,分析不同类型故障对换相失败的影响,梳理其关键影响因素,并总结现有换相失败判据;其次,综述目前已有的换相失败抵御能力评价方法;然后,从无功补偿优化、控制保护优化以及换流器拓扑改进等3个方面对现阶段MIDC系统换相失败抵御能力提升方法进行综述;最后,明确了未来需要重点关注以下方向:采用归一化的效果评价方式,在具备标准意义的仿真平台上开展可重复的校检,形成系统性、综合性的换相失败抵御能力评价方法,并提出包括换流站级、换流器级和系统级的多层次协同提升策略。展开更多
In this paper, the product and commutativity of slant Toeplitz operators are discussed. We show that the product of k1^th-order slant Toeplitz operators and k2^th-order slant Toeplitz operators must be a （klk2）^th-o...In this paper, the product and commutativity of slant Toeplitz operators are discussed. We show that the product of k1^th-order slant Toeplitz operators and k2^th-order slant Toeplitz operators must be a （klk2）^th-order slant Toeplitz operator except for zero operators, and the commutativity and essential commutativity of two slant Toeplitz operators with different orders are the same.展开更多
In this paper,we present a necessary and sufficient condition for hyponormal block Toeplitz operators T on the vector-valued weighted Bergman space with symbolsΦ(z)=G^(*)(z)+F(z),where F(z)=∑^(N)_(i)=1 A_(i)z^(i)and...In this paper,we present a necessary and sufficient condition for hyponormal block Toeplitz operators T on the vector-valued weighted Bergman space with symbolsΦ(z)=G^(*)(z)+F(z),where F(z)=∑^(N)_(i)=1 A_(i)z^(i)and G(z)=∑^(N)_(i)=1 A_(−i)z^(i),A_(i)ae culants.展开更多
In this article,we prove the boundedness for commutators of fractional Hardy and Hardy-Littlewood-Pólya operators on grand p-adic variable Herz spaces,where the symbols of the commutators belong to Lipschitz spaces.
The goal of this paper is to establish the boundedness of the p-adic fractional integral operator with rough kernel I_(β,Ω′)^(p)and its commutators generated by b∈Λ_(γ)(Q_(p)^(n))(0<γ<1)and the I_(β,Ω′...The goal of this paper is to establish the boundedness of the p-adic fractional integral operator with rough kernel I_(β,Ω′)^(p)and its commutators generated by b∈Λ_(γ)(Q_(p)^(n))(0<γ<1)and the I_(β,Ω′)^(p) on grand p-adic Herz spaces.展开更多
混合级联型高压直流输电(high voltage direct current,HVDC)系统综合了电网换相换流器(line commutated converter,LCC)和模块化多电平换流器(modular multilevel converters,MMC)的优势,具有良好的工程应用前景,该文对该系统后续换相...混合级联型高压直流输电(high voltage direct current,HVDC)系统综合了电网换相换流器(line commutated converter,LCC)和模块化多电平换流器(modular multilevel converters,MMC)的优势,具有良好的工程应用前景,该文对该系统后续换相失败预判及抑制开展了研究。首先,明确了换相失败恢复期间各阶段控制器交互作用以及换相电压跌落产生的后续换相失败风险。其次,在考虑MMC与LCC端口直流电压交互作用和混合级联型HVDC系统中各控制器作用的基础上,提出了一种通过对比换相电压有效值与阈值电压的后续换相失败预判方法;然后,提出了MMC提供持续无功支持和动态更改定关断角控制(constant extinction angle control,CEAC)中关断角指令值的协调控制策略,以实现后续换相失败抑制;最后,在PSCAD/EMTDC中搭建了相应的混合级联系统电磁暂态仿真模型,对预判方法的准确性和抑制策略的有效性进行了验证。展开更多
文摘多馈入直流(multi-infeed direct current,MIDC)系统换相失败抵御能力的评价与提升方法,对实际电网系统换相失败特性的测试、评估难题的解决以及换相失败防御技术在电网规划与运行中的应用具有重要意义,因此文中对其进行系统科学的归纳和总结。首先,阐述MIDC系统以及换相失败的基本定义,分析不同类型故障对换相失败的影响,梳理其关键影响因素,并总结现有换相失败判据;其次,综述目前已有的换相失败抵御能力评价方法;然后,从无功补偿优化、控制保护优化以及换流器拓扑改进等3个方面对现阶段MIDC系统换相失败抵御能力提升方法进行综述;最后,明确了未来需要重点关注以下方向:采用归一化的效果评价方式,在具备标准意义的仿真平台上开展可重复的校检,形成系统性、综合性的换相失败抵御能力评价方法,并提出包括换流站级、换流器级和系统级的多层次协同提升策略。
基金Supported by the National Natural Science Foundation of China(Grant Nos.1127105911226120)
文摘In this paper, the product and commutativity of slant Toeplitz operators are discussed. We show that the product of k1^th-order slant Toeplitz operators and k2^th-order slant Toeplitz operators must be a （klk2）^th-order slant Toeplitz operator except for zero operators, and the commutativity and essential commutativity of two slant Toeplitz operators with different orders are the same.
文摘In this paper,we present a necessary and sufficient condition for hyponormal block Toeplitz operators T on the vector-valued weighted Bergman space with symbolsΦ(z)=G^(*)(z)+F(z),where F(z)=∑^(N)_(i)=1 A_(i)z^(i)and G(z)=∑^(N)_(i)=1 A_(−i)z^(i),A_(i)ae culants.
基金Supported by Chizhou University High Level Talent Research Start up Fund (No.CZ2025YJRC52)。
文摘In this article,we prove the boundedness for commutators of fractional Hardy and Hardy-Littlewood-Pólya operators on grand p-adic variable Herz spaces,where the symbols of the commutators belong to Lipschitz spaces.
基金Supported by Natural Science Foundation of China(12461021)。
文摘The goal of this paper is to establish the boundedness of the p-adic fractional integral operator with rough kernel I_(β,Ω′)^(p)and its commutators generated by b∈Λ_(γ)(Q_(p)^(n))(0<γ<1)and the I_(β,Ω′)^(p) on grand p-adic Herz spaces.
