Y2000-62091-403 0012375线性时变离散时间系统的系数空间全局渐近稳定性的范围=Region of global asymptotic stability in coefficient-apace for linear time-variant discrete-time systems[会,英]/Thiemann,A.& Premaratne,K./...Y2000-62091-403 0012375线性时变离散时间系统的系数空间全局渐近稳定性的范围=Region of global asymptotic stability in coefficient-apace for linear time-variant discrete-time systems[会,英]/Thiemann,A.& Premaratne,K.//1999 IEEEInternational Symposium on Circuits and Systems,Vol.3 of 6:Analog and Digital Signal Processing.—403～406(HC)展开更多
In this paper, by applying the extended 3acobi elliptic function expansion method, the envelope periodic solutions and corresponding dark soliton solution, bright soliton solution to Bose-Einstein condensation in line...In this paper, by applying the extended 3acobi elliptic function expansion method, the envelope periodic solutions and corresponding dark soliton solution, bright soliton solution to Bose-Einstein condensation in linear magnetic field and time-dependent laser field are obtained.展开更多
文摘针对一类具有可确定"时滞"的线性时变多变量控制系统的性能评价方法进行研究。利用特别定义的关联矩阵和正常相乘的方法,计算出LTV MIMO过程广义最小方差控制律的解析解,并由此获得了广义最小方差基准。为避免估计关联矩阵所带来的困难,利用过程数据和关联矩阵阶数建立了LTV MIMO GMV基准上界。理论和仿真研究表明,上述方法能够正确和有效地评价LTV MIMO系统。
文摘Y2000-62091-403 0012375线性时变离散时间系统的系数空间全局渐近稳定性的范围=Region of global asymptotic stability in coefficient-apace for linear time-variant discrete-time systems[会,英]/Thiemann,A.& Premaratne,K.//1999 IEEEInternational Symposium on Circuits and Systems,Vol.3 of 6:Analog and Digital Signal Processing.—403～406(HC)
基金Supported by National Natural Science Foundation of China under Grant No.90511009
文摘In this paper, by applying the extended 3acobi elliptic function expansion method, the envelope periodic solutions and corresponding dark soliton solution, bright soliton solution to Bose-Einstein condensation in linear magnetic field and time-dependent laser field are obtained.
