机构地区: 中山大学工学院应用力学与工程系
出 处: 《暨南大学学报(自然科学与医学版)》 2005年第1期39-42,共4页
摘 要: 针对能同时处理孤立、相近及相重特征值3种不同情况的广义特征值摄动问题的通用方法,就正交规范化条件和特征向量的系数矩阵求法进行了改进. An improved perturbation method for general eigenvalue problems is presented. The proposed method is universally applicable to all the three cases of eigenvalue problems: distinct, repeated and nearly equal eigenvalues. The improvement is made to the orthogonal and normality condition and the solving condition of the eigenvector coefficient matrix adopted in the existing methods. Illustrative examples are given to demonstrate the precision of the improved technique.