将一种新型MMC的拓扑结构应用于静止同步补偿器(STATCOM),与传统MMC相比,在相同子模块数量时能多一个电平输出。介绍了该新型MMC的拓扑结构,分析了其输出N+2电平的原理,得到了MMC的等效电路;以STATCOM补偿无功电流和三相不平衡电流为目...将一种新型MMC的拓扑结构应用于静止同步补偿器(STATCOM),与传统MMC相比,在相同子模块数量时能多一个电平输出。介绍了该新型MMC的拓扑结构,分析了其输出N+2电平的原理,得到了MMC的等效电路;以STATCOM补偿无功电流和三相不平衡电流为目的,设计了相应的指令电流获取策略;采用直接电流跟踪控制策略;为保证MMC子模块直流电容电压恒定,采用电压分层控制策略,能量均分控制保证每相子模块电容电压之和恒定,电压均衡控制保证每相中各子模块电容电压均衡;采用载波移相PWM策略。最后在PSCAD/EMTDC软件中,搭建了三相10k V 8电平的STATCOM,仿真结果验证了控制策略的有效性。展开更多
We report the results of a phase-shift analysis (PSA) of the low-energy π±p elastic-scattering data. Following the method which we had set forth in our previous PSA [1], we first investigate the self-consistency...We report the results of a phase-shift analysis (PSA) of the low-energy π±p elastic-scattering data. Following the method which we had set forth in our previous PSA [1], we first investigate the self-consistency of the low-energy π±p elastic-scattering databases, via two separate analyses of (first) the π+p and (subsequently) the π-p elastic-scattering data. There are two main differences to our previous PSA: 1) we now perform only one test for the acceptance of each data set (based on its contribution to the overall 2) and 2) we adopt a more stringent acceptance criterion in the statistical tests. We show that it is possible to obtain self-consistent databases after removing a very small amount of the data (4.57% of the initial database). We subsequently fit the ETH model [38] to the truncatedπ±p elastic-scattering databases. The model-parameter values show reasonable stability when subjected to different criteria for the rejection of single data points and entire data sets. Our result for the pseudovector πNN coupling constant is 0.0726±0.0014. We extract the scattering lengths and volumes, as well as the s- and p-wave hadronic phase shifts up to T = 100 MeV. Large differences in the s-wave part of the interaction can be seen when comparing our hadronic phase shifts with the current SAID solution (WI08);there is general agreement in the p waves, save for the ~1/21- hadronic phase shift.展开更多
文摘将一种新型MMC的拓扑结构应用于静止同步补偿器(STATCOM),与传统MMC相比,在相同子模块数量时能多一个电平输出。介绍了该新型MMC的拓扑结构,分析了其输出N+2电平的原理,得到了MMC的等效电路;以STATCOM补偿无功电流和三相不平衡电流为目的,设计了相应的指令电流获取策略;采用直接电流跟踪控制策略;为保证MMC子模块直流电容电压恒定,采用电压分层控制策略,能量均分控制保证每相子模块电容电压之和恒定,电压均衡控制保证每相中各子模块电容电压均衡;采用载波移相PWM策略。最后在PSCAD/EMTDC软件中,搭建了三相10k V 8电平的STATCOM,仿真结果验证了控制策略的有效性。
文摘We report the results of a phase-shift analysis (PSA) of the low-energy π±p elastic-scattering data. Following the method which we had set forth in our previous PSA [1], we first investigate the self-consistency of the low-energy π±p elastic-scattering databases, via two separate analyses of (first) the π+p and (subsequently) the π-p elastic-scattering data. There are two main differences to our previous PSA: 1) we now perform only one test for the acceptance of each data set (based on its contribution to the overall 2) and 2) we adopt a more stringent acceptance criterion in the statistical tests. We show that it is possible to obtain self-consistent databases after removing a very small amount of the data (4.57% of the initial database). We subsequently fit the ETH model [38] to the truncatedπ±p elastic-scattering databases. The model-parameter values show reasonable stability when subjected to different criteria for the rejection of single data points and entire data sets. Our result for the pseudovector πNN coupling constant is 0.0726±0.0014. We extract the scattering lengths and volumes, as well as the s- and p-wave hadronic phase shifts up to T = 100 MeV. Large differences in the s-wave part of the interaction can be seen when comparing our hadronic phase shifts with the current SAID solution (WI08);there is general agreement in the p waves, save for the ~1/21- hadronic phase shift.
