[1] BREITBACH E J. A semi-automatic modal survey test technique for complex aircraft and spacecraft structures// Proceedings of the 3rd ESA Testing Symposium.1973: 519-528.
[2] BREITBACH E J. Recent developments in multiple input modal analysis. ASME Journal of Vibration and Acoustics,1988,110(4):478-484.
[3] Hunt D L,Vold H,Peterson E L,et al. Optimal selection of excitation methods for enhanced modal testing. AIAA Paper,1984:84-1068.
[4] Williams R,Crowley J,Vold H. The multivariatemode indicator function in modal analysis//Proceedings of the 3rd International Modal Analysis Conference,Orlando,Union College,1985: 66-70.
[5] Shih C Y,Tsuei Y G,Allemang R J,et al. Complex mode indication function and its applications to spatial domain parameter estimation. Mechanical Systems and Signal Processing,1988,2(4):367-377.
[6] Radeş M. A comparison of some mode indicator functions. Mechanical Systems and Signal Processing,1994,8(4):459-474.
[7] Radeş M,Ewins D J. The aggregate mode indicator function[C]//Proceedings of IMAC-XVIII Conference on Structural Dynamics. SanAntonio,Texas,2000: 201-207.
[8] Radeş M,Ewins D J. The componentwise mode indicator function[C]//Proceedings of IMAC-XIX Conference on Structural Dynamics. Kissimmee,Florida,2001: 903-908.
[9] Allemang R J, Brown D L. A complete review of the complex mode indicator function with applications//Proceedings of ISMA2006 Int. Conference on Noise and Vibration Engineering,Leuven,Belgium,2006:3209-3246.
[10] Radeş M. Performance of various mode indicator functions. Shock and Vibration,2010,17:473-482.
[11] Ewins D J. Modal testing theory,practice & application. Baldock: Research Studies Press,2000.
[12] Pappa R S,Elliott K B. Consistent-mode indicator for the eigensystem realization algorithm. Journal of Guidance,Control,and Dynamics,1993,16(5):852-858.
[13] Luo J W,Ying K,Bai J. Savitzky–Golay smoothing and differentiation filter for even number data. Signal Processing,2005,85:1429-1434.
[14] WIKIPEDDIA. Savitzky Golay smoothing filter [EB/OL].(2010-01-15) [2010-01-15]. http://en.wikipedia.org/wiki/Savitzky-Golay_smoothing_filter.
[15] Richardson M H,Formenti D L. Parameter estimation from frequency response measurements using rational fraction polynomials//Proceedings of the 1st International Modal Analysis Conference. Orlando:Union College,1982: 167-181.
[16] Chen H H,XU F. A dual fitting algorithm for modal parameters identification. Mechanical System and Signal Processing,2003,17(3):713-721.
[17] 焦群英,陈奎孚. 整体正交多项式法识别模态参数的改进. 中国农业大学学报,2003,8(2):1-6.
[18] 王彤,张令弥. 有理分式正交多项式频响函数模态参数识别. 航空学报,2003,24(2):140-143.
[19] 杨毅青,刘强,Jokin M. 基于正交多项式和稳定图的密集模态参数辨识. 振动、测试与诊断,2010,30(4):429-433.