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文章摘要
典型电能计量算法数值仿真及性能比较研究
Simulation and performance comparison of electric energy metering algorithms
Received:May 16, 2016  Revised:May 16, 2016
DOI:
中文关键词: 电能计量算法  电能  数值仿真  相对误差  实时性
英文关键词: electric energy metering algorithm, electric energy, numerical simulation, relative error, real time performance
基金项目:国家高技术研究发展计划(863计划)
Author NameAffiliationE-mail
Lin Wei-Bin Electrical Power Research Institute of China Southern Power Grid scutlwb@163.com 
Chen Lei Department of Electrical Engineering, Tsinghua University chenleithu@hotmail.com 
Xiao Yong Electrical Power Research Institute of China Southern Power Grid xiaoyong@csg.cn 
Yu Yiqing Department of Electrical Engineering, Tsinghua University y_yqingfiona@163.com 
Zhao Wei* Department of Electrical Engineering, Tsinghua University zhaowei@tsinghua.edu.cn 
Huang Song-Ling Department of Electrical Engineering, Tsinghua University huangsling@tsinghua.edu.cn 
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中文摘要:
      在梳理较为成熟的五种典型电能计量算法的原理和特点基础上,分别在非同步采样和同步采样条件下运用这五种算法进行数值仿真分析,考察它们测算总电能、基波电能和谐波电能的准确性和实时性。研究发现,Nuttall窗双谱线插值FFT算法、Rife-Vincent窗双谱线插值FFT算法、小波包分解和重构算法测算总电能和基波电能的相对误差较小;而Prony算法和准同步采样FFT算法测算谐波电能的相对误差较小;再者,Rife-Vincent窗双谱线插值FFT算法和Nuttall窗双谱线插值FFT算法的实时性均明显优于其他算法。这些结论可为实际应用提供参考。
英文摘要:
      The principle and features of 5 kinds of typical and mature electric energy metering algorithms are introduced simply. Then the 5 algorithms are used to meter total electric energy, fundamental energy and harmonic energy under non-synchronous and synchronous conditions. So the relative errors and calculating times can be got. In general, the relative errors are smaller when using Nuttall window double-spectrum-line interpolation based FFT algorithm, Rife-Vincent window double-spectrum-line interpolation based FFT algorithm and wavelet packet decomposition and reconstruction algorithm to compute total electric energy, while the relative errors are smaller when using Prony algorithm and quasi-synchronous sampling based FFT algorithm to compute harmonic energy. And Nuttall window double-spectrum-line interpolation based FFT algorithm and Rife-Vincent window double-spectrum-line interpolation based FFT algorithm has better real time performance than the 3 algorithms. These conclusions can be used in practice.
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