该文分析了功率约束条件下MIMO-OFDM系统广播信道的发送优化问题,提出了两种不同准则下的多用户传输策略和功率分配方案,即最优空间距离OSD-DPC(Optimal Space Distance Dirty Paper Coding)方案和最大化信噪比波束成形MSNR-DPC(Max Sig...该文分析了功率约束条件下MIMO-OFDM系统广播信道的发送优化问题,提出了两种不同准则下的多用户传输策略和功率分配方案,即最优空间距离OSD-DPC(Optimal Space Distance Dirty Paper Coding)方案和最大化信噪比波束成形MSNR-DPC(Max Signal to Noise Ratio Dirty Paper Coding)方案。数据结果表明,两种传输策略与理论上的最优传输方案性能非常接近,可以显著提高功率约束条件下的系统性能与容量。展开更多
A B-spline Interpolation Transport Solver(BITS) based on a collocation method is developed. It solves transport equations as a generalized interpolation problem, taking the first-order accuracy in time and the second-...A B-spline Interpolation Transport Solver(BITS) based on a collocation method is developed. It solves transport equations as a generalized interpolation problem, taking the first-order accuracy in time and the second-order accuracy in space along with a predictor–corrector or under-relaxation iteration method. Numerical tests show that BITS can solve one-dimensional transport equations for tokamak plasma more accurately without additional computation cost, compared to the finite difference method transport solver which is widely used in existing tokamak transport codes.展开更多
文摘该文分析了功率约束条件下MIMO-OFDM系统广播信道的发送优化问题,提出了两种不同准则下的多用户传输策略和功率分配方案,即最优空间距离OSD-DPC(Optimal Space Distance Dirty Paper Coding)方案和最大化信噪比波束成形MSNR-DPC(Max Signal to Noise Ratio Dirty Paper Coding)方案。数据结果表明,两种传输策略与理论上的最优传输方案性能非常接近,可以显著提高功率约束条件下的系统性能与容量。
基金the National MCF Energy R&D Program of China(No.2019YFE03040004)the Comprehensive Research Facility for Fusion Technology Program of China(No.2018-000052-73-01-001228)the National MCF Energy R&D Program of China(No.2019YFE03060000)。
文摘A B-spline Interpolation Transport Solver(BITS) based on a collocation method is developed. It solves transport equations as a generalized interpolation problem, taking the first-order accuracy in time and the second-order accuracy in space along with a predictor–corrector or under-relaxation iteration method. Numerical tests show that BITS can solve one-dimensional transport equations for tokamak plasma more accurately without additional computation cost, compared to the finite difference method transport solver which is widely used in existing tokamak transport codes.
