摘要
以自激异步发电机αβ轴等值电路为基础,结合系统稳定性理论说明了异步发电机自激建压的条件。对系统的特征值进行分类,定义特征值实部函数,并对不同自激电容和转速下的函数值进行计算。以特征值实部函数绝对值作为目标函数,采用一维搜索优化方法对样机的建压临界电容和临界转速进行计算。新方法与传统方法计算结果一致,验证了新方法的正确性。
Taking the equivalent circuit of a self-excited induction generator in α-β coordinate system as the foundation and combining with system stability theory, the conditions of voltage build-up for self-excited induction generator are illustrated. Classifying the eigenvalues of the system, the eigenvalue real part functions are defined and the fimction values under different self-excited capacitances and rotating speeds are calculated. Taking the absolute value of eigenvalue real part function as objective function, the critical capacitances and rotating speeds for voltage build-up of the test induction generator are computed by one-dimensional optimization method. The calculation results by the proposed approach are the same as those by the traditional calculation method, so the correctness of the proposed approach is verified.
出处
《电网技术》
EI
CSCD
北大核心
2008年第23期24-28,共5页
Power System Technology
基金
国家自然科学基金资助项目(50747024)~~
关键词
异步发电机
自激建压
临界值
特征值
一维优化
induction generator
self-excited voltage build-up
critical values
eigenvalue
one-dimensional optimization