随着高压输电线路数量的日益增多,因此大多数线路都采用不换位的架设方式,该文对单回不换位线路三相阻抗参数测量时所采用的单相电源测量方法产生误差的原因进行了分析,由于测量电路考虑了大地电阻对阻抗参数的影响,因此提出了一种新的...随着高压输电线路数量的日益增多,因此大多数线路都采用不换位的架设方式,该文对单回不换位线路三相阻抗参数测量时所采用的单相电源测量方法产生误差的原因进行了分析,由于测量电路考虑了大地电阻对阻抗参数的影响,因此提出了一种新的测量大地电阻的方法。在进行单回不换位线路三相阻抗参数的计算时,电流矩阵的求逆运算给三相阻抗参数的计算带来了很大的误差,并且推导出了误差项的表达式,为了减小误差,文中提出了采用双端测量方法测量出三相线路首、末端的电压和电流,最后以一条500 k V的单回不换位线路为例,利用首、末端得到的三相电压、电流量在进行单回不换位线路三相阻抗参数的计算时可以减小误差,验证了文中方法的可行性。展开更多
A newalgorithm, called Magnitude Cut, to recover a signal from its phase in the transform domain, is proposed.First, the recovery problem is converted to an equivalent convex optimization problem, and then it is solve...A newalgorithm, called Magnitude Cut, to recover a signal from its phase in the transform domain, is proposed.First, the recovery problem is converted to an equivalent convex optimization problem, and then it is solved by the block coordinate descent（ BCD） algorithm and the interior point algorithm. Finally, the one-dimensional and twodimensional signal reconstructions are implemented and the reconstruction results under the Fourier transform with a Gaussian random mask（ FTGM）, the Cauchy wavelets transform（ CWT）, the Fourier transform with a binary random mask（ FTBM） and the Gaussian random transform（ GRT） are also comparatively analyzed. The analysis results reveal that the M agnitude Cut method can reconstruct the original signal with the phase information of different transforms; and it needs less phase information to recover the signal from the phase of the FTGM or GRT than that of FTBM or CWT under the same reconstruction error.展开更多
文摘随着高压输电线路数量的日益增多,因此大多数线路都采用不换位的架设方式,该文对单回不换位线路三相阻抗参数测量时所采用的单相电源测量方法产生误差的原因进行了分析,由于测量电路考虑了大地电阻对阻抗参数的影响,因此提出了一种新的测量大地电阻的方法。在进行单回不换位线路三相阻抗参数的计算时,电流矩阵的求逆运算给三相阻抗参数的计算带来了很大的误差,并且推导出了误差项的表达式,为了减小误差,文中提出了采用双端测量方法测量出三相线路首、末端的电压和电流,最后以一条500 k V的单回不换位线路为例,利用首、末端得到的三相电压、电流量在进行单回不换位线路三相阻抗参数的计算时可以减小误差,验证了文中方法的可行性。
基金The National Natural Science Foundation of China(No.6120134461271312+7 种基金11301074)the Specialized Research Fund for the Doctoral Program of Higher Education(No.2011009211002320120092120036)the Program for Special Talents in Six Fields of Jiangsu Province(No.DZXX-031)the Natural Science Foundation of Jiangsu Province(No.BK2012329BK2012743)the United Creative Foundation of Jiangsu Province(No.BY2014127-11)the"333"Project(No.BRA2015288)
文摘A newalgorithm, called Magnitude Cut, to recover a signal from its phase in the transform domain, is proposed.First, the recovery problem is converted to an equivalent convex optimization problem, and then it is solved by the block coordinate descent（ BCD） algorithm and the interior point algorithm. Finally, the one-dimensional and twodimensional signal reconstructions are implemented and the reconstruction results under the Fourier transform with a Gaussian random mask（ FTGM）, the Cauchy wavelets transform（ CWT）, the Fourier transform with a binary random mask（ FTBM） and the Gaussian random transform（ GRT） are also comparatively analyzed. The analysis results reveal that the M agnitude Cut method can reconstruct the original signal with the phase information of different transforms; and it needs less phase information to recover the signal from the phase of the FTGM or GRT than that of FTBM or CWT under the same reconstruction error.
