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层状动力地基、贮仓结构、层状地基—贮仓结构相互作用系统的参数识别
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摘要
本文进行了层状动力地基参数识别,贮仓结构参数识别,和层状地基—贮仓结构相互作用系统的参数识别。在进行层状动力地基参数识别时首先依据实际地基土的特征建立了层状动力地基的分析模型,然后运用最小二乘识别理论,采取迭代求解和分段求解的方式,建立了基岩输入运动未知或地层动力响应数据有限条件下的层状动力地基参数的时域识别方法。所建立的方法可用于地震荷载作用下集中剪切型土体动力响应计算模型中动力系数矩阵的确定,首次从时域识别的角度为地基参数的确定提供了一种新的方式。在进行贮仓结构的参数识别时,根据贮仓结构有别于其它土木结构的特征和相关的构筑物规范与标准,建立了贮仓结构的多质点体系分析模型,并且,采取自由度凝聚的方法,解决了贮仓结构参数识别中转角自由度不易测量的问题。此外,利用贮仓结构的模态试验数据,建立了贮仓结构参数的频域识别方法,并利用贮仓结构的动力响应数据,建立了贮仓结构参数的时域识别方法。所建立的贮仓结构参数识别方法,对于使用了若干年但尚在服务年限之内的旧贮仓,可用来进行结构的损伤估计;对于新建贮仓,可用来对未来地震条件下结构响应的分析模型中的计算参数进行确定。并且,对于类似于贮仓之类的板壳结构的参数识别,亦有借鉴意义。在进行层状地基—贮仓结构相互作用系统的参数识别时,首先建立了层状地基—贮仓结构相互作用系统的分析模型,然后分析层状地基—贮仓结构的相互作用特征,并在此基础上建立了该系统的运动方程。此后,运用非线性滤波理论,将系统中的未知参数作为增加的状态变量,建立了层状地基—贮仓结构相互作用系统的参数识别方法。所建立的方法可用于地震载荷作用下的地基—结构相互作用系统中多质点体系的动力系数矩阵的识别问题,首次解决了土一结构这类复合系统的参数识别问题。
The paper carry out parameters identification of the layer dynamic foundation, the storehouse structure, and the layer foundation—storehouse structure system. Identifying the parameters of the layer dynamic foundation, the analysis model of the layer foundation is built according to the characterisic of the strata, and on the basis of the identification theory of Least—Square, the time domain identification method of the layer dynamic foundation is established by means of solving iteratively and identifying stage by stage. The method can be used in the layer foundation panameters identification under the condition of unknowing the input motion from base rock and the limited measurement data of the strata response, and the method can be applied to determination of the dynamic coefficient matric in the dynamic response computation model of the lumped mass system. Identifying the storehouse structura parameters, according to the chanacteristic of the storehouse structure and the standard of the relative construction the N—degree of freedom lumped mass system of the storehouse structure is established, and the problem of measuring difficultly the rotation freedom in the parameters identification of the storehouse structure is solved. In addition, the identification methods in frequency domain and time domain established respectively by utilizing the modal experiment data or the strata dynamic respose of the storehouse structure. These methods can be applied to the nondestructive evaluation for the old storehouse structures which have been used for many years, or the determination of the computation pa-
引文
[1] A. M. Abdel—Ghaffer and R. F. Scott, 'Shear moduli and sampling factors of earth dam', J. geotech, eng, div. ASCE 105, 1405—1426(1979).
    [2] Afifi, S. E. A., Richart, F. E Jr., Stress—history effects on shear modulun of soils. Soils and Found., Vol. 13, No. 1, 1973.
    [3] Amaike, F. (1990). The estimation of orientation errors of seismometers at each site in dense strong motion earthquake seismometer array observation project in Sendai and the examination of the characteristics of long period waves. Report of the Sendai Forum. the BRI—AP BR Joint Project Workshop (in Japanese).
    [4] Adelman , H. M "Sensitiuity analy sis of discretc structural systems AIAA J 1986, 24(5) 823—832
    [5] Alvin, K. F "Second—order Stractord identrfrcation, Proced ure via state, Space bassed system identification" AIAA. J. 1994, pp 397—406
    [6] A. S, Veletsos "dynamic behaviar of building—foundation Dystems" Earthquake eng. Struct. dyn. 3, 121—138(1974)
    [7] Apsel, It. J "impedance functions for founditions embed in a kyered medium: An integral equation approach "Earthq. Eng., Structdyn. 1987 15(2) 213—231
    [8] Alvin, K. F. "Method for determening Minimum—order mass and stiffness mathices from modal test data AIAA J. 1995, 128—135
    [9] B. H. Chin and K. Aki, 'Simultaneous study of the source, path, and site effects on strong ground motion during the 1989 Loma Prier, earthquake: a preliminary result on pervasive nonlinear site effects', Bull. seism, soc. am. 81,1859—1884(1991).
    [10] B. H. Chin and K. Aki, 'Simultaneous study of the source, path and site effectson strong ground motion during the 1989 Lama Prieta earthquake: a preliminary result on pervasive nonlinear site effects', Bull. seism, soe. Am. 81, 1859—1884(1991)
    [11] Blakeslee, S. N. and P. E. Malin (1990). A comparison of earthquake coda waves at surface versus subsurface seismometers, J Gepohys. Res. 95, 309—326.
    [12] Bartlett, F. K. et al, Modal verification of Force Determination for Measuring Vibration loads, J of the American Helicopter Society, 1979, P10
    [13] Blakeslee, S. and P. Malin(1991). High—frequency site effects at two Parkfield downhole and surface stations. Bull. Seism. Soe. Am. 81, 332—345.
    [14] Berman, A. and Flannelly, U. G., "Theory of Incomplete Models of Dynamic Structures", AIAA Journal, Vol. 9, No. 8, Aug. 1971, pp. 1481—1487
    [15] Brown, D. L., Allemang , R. J., Zimmerman, R., and Mergeay, M., "Param- eter Estimation Techques for Modal Analysis", SAE Paper 790221, Feb. 1979
    [16] Berman, A. and Flannell, W. G., "Theory of Incomplete Models of Dynamic Structures," AIAA Journal, Vol. 9, Aug, 1971, pp 1481—1487.
    [17] Baruch, M. and Bar Itzhack, I. Y., "Optimal Weiyhted Orthoyonalization of Measured Modes," AIAA Journal, Vol. 16, April 1978, pp. 346—351.
    [18] Bedewi, N. E. (1986). "The mathematical foundation of the auto and cross random decrement techniques and development of a ststem identification technique for the detection of structural deterioration," PhD thews, Univ. of Maryland, College Park, Md.
    [19] 陈国兴,土体地震反应分析的简化有效应力法,地震工程与工程振动,1995,15(2):52—60
    [20] C. Y. Chang , M. S. Power, Y. K. Tang and C. M. 'Evidence of nonlinear soil responseduring a moderate earthquake', Proc. 12th int. conf. on soil mech. and found, eng., 1989, Vol. 3, pp. 1927—1930.
    [21] C. Y. Chang. C. M. Mok, M. S. Power, Y. K. Tang, H. T. Tang and J. C. Steep, 'Development of shear modulus reduction curves based on Lotung downhole ground motion data', in Proc. 2nd intel, conf. on recent advances in geotechnical earthquake engineering and soil dynamics, St. Louis, Missouri, 1991, pp. 111—118.
    [22] Chang. C. Y. , C. M. Mok, M. S. Power, Y. K. Tang, H. T. Tang, and J. C. Steep (1991), Development of shear modulus reduction curves based on Lotung downhole ground motion data. Proc. Second International Conf. on Recent Advances in Geotechnical Earthquake Engineering and Soil Dynamics, St. Louis, Missouri, 111—118.
    [23] Cramer, C. H and C. R. Real (1992). A statistical analysis of submitted site—effects predication for the weak—motion blind prediction test conducted at the Turkey Flat. USA. site effects test area near Parkfield. Califarnia. Proc. Int. Sym. Effects of Surf. Geol. on Seismic Motion. ESG. Odawara. Japan. March, Ⅱ, 15—20.
    [24] Chen J C, Carba J A. Aalitical Model Improvment Using Model Test Results. AIAA J, 1980, 18(6): 684—690
    [25] Collins J D, Thompson W T. The Eigenvalue Problem far Structural System with Statistcal Properties. AIAA J, 1969, 7(4): 642—648
    [26] Chen J C, Wada B K. Matrix Perturbation for Structural Dynamic Analysis. AIAA J. 1977, 15(8): 1095—1100
    [27] Chung—Bang Yun and Masanobll shinozuka, "Iderdification of Nonlinear Structural Dynamic Systems" J. Struct. Mech , 8(2), 1980: 187—203
    [28] Chen, J. C. and Wada, B. K., "Matrix Perturbation for Structural Dynamic Analysis", AIAA Journal. Vol. 15, Aug. 1977, pp. 1095—1100
    [29] Collins. J. D. Hart, G. C., and Kennedy, B., "Statistical Analysis of the Modal Properties of Large Structural Systems", SAE Paper 710785, Sept. 1971, SAE National Aeronautic and Space Engineering Meeting. Los Angeles. Calif.
    [30] Collins, J. D., Hart, G. C., Hasselman, T. K., and Kennedy, B., "Statistical Identification of Structures", AIAA Journal, Vol. 12, Feb. 1974, pp. 185—190.
    [31] Chen, J. C. and Garba, J. A., "Analytical Model Improvement Using Modal Test Results," AIAA Journal, Vol. 18, June 1980, p. 684.
    [32] 陈国兴等,土与结构材料界面性状的研究概况,世界地震工程1994(1):1—9
    [33] 陈国兴,土体一结构体系地震性能分析研究,国家地震工程力学研究所博士学位论文,1993
    [34] Cheamer, N. G "Structunal Parameter identification Using modal response data" Phoccedings of the 6th VPI & SU/AIAA Symposium of dynamies and control forllarge Struelunes, Blackburg, VA, PP 27—38 1987年
    [35] Cole, H. J. (1973). "On—line failure detection and damping measurement of aerospace structures by random decrement signatures." NASA Cr—2205, Nat. Aeronautics and Space Administration, Washington. D. C.
    [36] Craig , R. R "Coupling of Sustructres for dynnmic anylyieg" AIAA. J. 1968 1313—1319
    [37] Craig , R. R,"A reuiew of time—domin and frequency—domin comporent model syntheesis Methods" Inten. J. of Ana. and Experimental Modal analysis Vol2, No. 2, 1957 pp 59—72
    [38] Chen. S. Y. "Estimatim of mass, stiffiness and damping matrices from frequeney hesponse fanctions" J of vibration and Acoustics, Oct, 1995, pp 1—5
    [39] Duan Wang &. Achintga Haldar, Element—Level System Identification with Unknown Input, J of Eng. Mech. ASCE, 1994, 120(1): 159—176
    [40] D. G. Anderson and Y. K. Tang , 'Summary of soil characterization program for the Lotung large—scale seismic experiment', Proc. EPRI/NRC/TPC Workshop, EPRI NP—6154, 1989, Vol. 1, pp. 4.1—4.20.
    [41] Desanghere, G. etal, Indirect Identification of Excitation Forcesby Modal coordinate Transformation, Proceeding of the 3rd IMAC, 1985, P 685
    [42] Dziewonske. A. M., A. Chou, and J. H. Woodhouse (1981). Determination of earthquake source parameters from waveform data for studies of global and regional seismicity. J. Geophys, Res. 86, 2825—2852.
    [43] 杜修力,熊建国,边界元法在土一结构相互作用分析中的应用,地震工程与工程振动,1989,9(3):39—53
    [44] Dinesh R. Katti "Moodcliny and testing of cohesine Soil Using disturbed—state concept" J. Eng. Mech. ASCE. 1995, 121(5) 648—658
    [45] Erdal Safak, "Discrete—time Anulysis of scismic stite amplifi cation" J. Eng. Mech. ASCE, 1995, 121(7) 801—809
    [46] E. Samaras, "ARMA representation of randomproces" J. eng mech. ASCE 111, 449—461(1985)
    [47] F. Yamazaki, L. Lin and T. Katayama, 'Orientation error estimation of buried seismographs in array observation', Earthquake Engng. Struct. Dyn. 21, 679—694 (1992).
    [48] 傅志方,振动模态分析与参数辩识,北京,机械工业出版社,1990
    [49] 傅志方,周炎,非线性结构系统的模态分析,建模及参数辩识—研究综述,振动与冲击,1992(1—2):100—111
    [50] Fiugge, W.. "Statik und Dynamik der Schalen", Third Edition, Springer Verlag, Berlin, 1962.
    [51] Fox, R. L. and Kappoor , M. P.."Rates of Change of Eigenvalues and Eigenvectors", AIAA Journal. Vol. 6, No. 12, Dec. 1968, pp. 2426—2429
    [52] Freed , A. M."A comparison of test—Qnalysis model reduction methols Sound and Vibration, 1991: 30—35
    [53] 郭家禄,施萍,饱和度对粘性土的动剪切模量和阻尼比的影响,全国土工建筑物及地基抗震学术讨论会论文汇编,陕西机械学院,1986年。
    [54] Giansamte, N. et al, Determination of in—flight Helicopter londs, J of American Helicopter socienty, 1982, P58
    [55] 国家标准,工业构筑物抗震鉴定标准,GBJ117—88,北京,中国计划出版社,1990:24—42
    [56] 国家标准,构筑物抗震设计规范,GB50191—93,北京,中国计划出版社,1993:23—36;60—68
    [57] 高振世等,建筑结构抗震设计,北京,建筑工业出版社,1997:1—90
    [58] Garba, J. A. and Wada, B. K.,"Application of Perturbation Methods to Improve Analytical Model Correlation with Test Data," SAE Paper 770959, Los Angeles, Calif., Nov., 1977
    [59] 关飞,胡聿贤,SH波输入T土一结构相互作用影响参数的研究地震工程与工程振动,1989,9(4):29—38
    [60] Gary F. Dargush and Manoj B. Chopra, "Dynamic analysis of axisymmetic foundations on proroelastic media" J Eng. Med ASCE, 1996, 122(7) 623—632
    [61] 黄菊花等,地基中振动波传播的有限元分析,振动与冲击,1999,18(1):38—43
    [62] Hardin, B. O., Black, W. L., Vibration modulus of normally consolidated clay. Proc. ASCE, Vol. 94, No. SM6, 1968.
    [63] Hardin., B. O. and V. P. Drnevich (1972a). Shear modulus and damping in soil: measurement and parameter effects. J, Soil Mech. Foundations Div. ASCE 98, 603—624.
    [64] Hillary. B, et al , The use of strain Gauges in Force Determination and Frequeney Response Function Measurement, Proceeding of the 2nd IMAC, 1984, P630.
    [65] 黄方林,顾松年,动力缩聚及缩聚模型修正,机械强度,1993,15(2):69—73
    [66] Hasselman T. K. & Hart G. C. Model Analysis of Random Structural Systems. J of Eng Mech. ASCE. 1972, 98(EM2): 561—579
    [67] Herrmann. G., and Armenakas, A. E.. "Dynamic Behavior of Cylindrical Shells under Initial Stress." Proceeddings of the Fourth U. S. National Congress of Applied Mechanics, Vol, Ⅰ, June, 1962. PP. 203—213
    [68] Hart, G. C. and Collins, J. D.,"The Treatment of Randomness in Finite Element Modeling," Transactions of the SAE , Vol. 81, Pt. 4, 1970, pp. 2408—2416
    [69] Hart, G. C. and Collins, J. D.,"The Treatment of Randomness in Finite Element Modeling", Transactions of the SAE, Vol. 81, Part 4, 1970, pp. 2408—2416
    [70] Hasselman, T. K. and Hart, G. C,"Modal Analysis of Random Structural Systems", ASCE Journal. Engineering Mechanics Division. June 1972, pp. 561—579
    [71] Hanks, B. R., Miserentino, R., Ibrahim, S. R., Lee, S. H., and Wada, B. K.,"Comparison of Modal Test Methods on the Voyager Payload," Transactions of Society of Automotive Engineers, Vol. 87, 1978.
    [72] Hiroshi Tajjimi, Building—Foundntion Iteraction Effects Discussion, J of Eng. Mech Div, ASCE, 1967, 93(EM6): 294—298
    [73] HudsoN, D. E and Housner, G. W, Structural Vibrations Produced by Ground Motion, Trans ASME, 1957, 122: 705—721
    [74] H. G.纳特克著,范字喜,吴祖玉译,时间序列和模态分析的理论与实践导论。北京,电子工业出版社,1988:184—281
    [75] Hoshiya, M., and Maruyama, O. (1987). "Structual identification of running load and beam system." J. Engrg. Mech., ASCE, 113(6).
    [76] Hoshiya, M., and Saito, E. (1984b)."Structual identification by extended Kalman filter." J. Engrg. Mech., ASCE, 112(12).
    [77] He, J and Ewing D. J. "Compatibility of measured and predicted uibration modes in Model improuement studies" AIAA J 29(5) 1991.
    [78] Hollkamp J. J "Automated Parameter identifocation and order reduction for discretc senies models" AIAA J. 29(1), 1991年
    [80] Ibrahim, S. R. and Mikulcik, E. C., "A Method for the Direct Identification of Vibration Parameters from the Free Response, Shock and Vibration Bulletin, No. 47, Pt. 4, Sept. 1977, pp. 183—198
    [81] Ibrahim, S. R.,"Random Decrement Technique for Modal Identification of Structures", Journal of Spacecraft and Rockets, Vol, 14, Nov. 1977, pp. 696—700
    [82] Ibrahim, S. R., "Modal Confidence Factor in Vibration Testing," Journal of Spacecraft and Rockets Vol. 15, Sept. 1978, pp. 313—316
    [83] Ibrahim, S. R.,"Application of Random Time Domain Analysis to Dynamic Flight Measurements," Shock and Vibration Bulletin, No. 49, Pt. 2, Sept. 1979, pp. 165—170
    [84] Ibrahim, S. R. and Pappa, R. S., "Large Modal Survey Testing Using the Ibrahim dentification Technique," Journal of Spacecraft and Rockets, Vol. 19, Sept. —Oct。1982, pp. 459—465
    [85] Ibrahim, S. R., (1977). "Random decement technique for modal ientification of structures." Journal of Spacecra, Rockets, 14(11), 696—700.
    [86] Ibrahim, S. R., and Mikulcik. E. C. (1977). "A method for the direct identification of vibration parameters from the free reponse." Shock Vib. Bull., 47(4), 183—196.
    [87] 金峰,张楚汉,王光纶,拱坝—地基动力相互作用的时域模型,土木工程学报,1997,30(1):43—50
    [88] 妾昕良,严守达,结构一地基一结构相互作用的地震反应分析,振动工程学报,1998,11(1):31—37
    [89] Jacobsen, L. S. Natural Periods of Uniform Cantileuer Beams, Trans of ASME, 1939 104: 402—439
    [90] Jazwinski, A. H Stochastic Processes and Filtering Theory, Academic, New York, 1970: 162—193; 266—329
    [91] J. P.瓦尔夫著,吴世明等译,土一结构动力相互作用,北京,地震出版社,1989:7—16:283—314
    [92] Jung sun Pank "Geornethic Optminmization in presence of contact Srnyularities" AIAA. J. 1995年1503
    [93] Jean—Guy Beliveall," Iterative Least—Syures calculation for modal eigenvector sensitiuity" AIAA J 1996 34(2): 385—391
    [94] K. Tokmiyatsu and S. Midorikawa, "Nonlinear soil properties estimated from strong motion accelerograms', Proc. int. conf. on recent advances in geotech, eng. and soil dyn., St. Louis, 1981, pp. 117—122.
    [95] K. L. Wen, Y. T. Yeh and C. C. Liu , The observation system and data processing of the LSST array', Report No. ASIES—CR8602, Institute of Earth Sciences, Academia Sinica, 1986.
    [96] K. L. Wen, Y. T. Yeh. W. G. Huang and S. C. Cheng, Variation and propagation of seisnic strong motions across the SMART1—LSST array', Proc. EPRI/NRC/TPC Workshop, EPRI NP—6154, Vol. 2, pp 22. 1—22. 20.
    [97] K. L. Wen and Y. T. Yeh. 'Analysis of peak groud motions observed by two dense arrays', J. geol. soc. China 35, 115—134(1992)
    [98] K. L. Wen, I. A. Beresnev and Y. T. Yeh, 'Investigation of non—linear site amplification at two downhole strong ground motion arrys in Taiwan', Earthquake Engng. Struct. Dyn. 24, 313—324(1995)
    [99] Kamiyama, M. (1992). Non—liner soil amplification identification empirically fron steong earthquake ground motions, J. Phys. Earth 40, 151—173.
    [100] Kawase, H. and K. Aki(1989). A study on the response of a soft basin for incident S, P, and Rayleigh waves with special referenee to the long duration obeyed in Mexico City. Bull Seism. Soc. Am. 79, 1361—1382
    [100] Kinoshita, S. (1992). Frequency dependent attenuation of shear waves in a sedimentary layers—basement system in the Kanto area, Japan. Proc. Int. Symposium on Earthquake Disaster Prevention. Mexico, Ⅰ, 212—226.
    [101] Kobayashi, K., F. Amaike, and Y. Abe(1992). Attenuation characteristics of soil deports and its formulation. Proc. of Int. Symposium Effects of Surface Geology on Seismic Motion. ESG. Odawara. Japan. March, Ⅰ, 269—274.
    [102] K.J.巴特,E.L.威尔逊著,林公豫,罗恩译,有限元分析中的数值方法,北京,科学出版社,1985
    [103] Kozin. F., and Natke, H. G. (1986). System identiication techniques. Struct. S af., 3 (3—4). 269—316
    [104] Kiefling, L. A., "Comment on the Eigenvalue Problem for Structural Systems with Statistical Properties", AIAA Journal, Vol. 8, No. 7, July 1970. p. 1371
    [105] 康仲山,王克成,框剪结构与地基动力相互作用分析,建筑结构,1997(11):40—44
    [106] KOH, C. G. et al, Estimation of Structural Parameters in Time Domair: a Substructure Approuch. Earthq. Eng. Struc Dyn, 1991, 20: 787—801
    [107] Kalman, R. E., A New Approach to Linear Filtering and Prediction Problems, Trans. of ASME, J of Basic Eng. March 1960: 35—46
    [108] Kalman, R. E. & Bucy, R. S., New Results in Linear Filtering and Prediction theory, Trans of ASME, J of Basic Eng. March 1961: 95—108
    [109] Kozin, F.(1983). "Estimation of parmeters ofr systems driven by white noiseexcitation." Proc. of IUTAM Symp. on Random Vibrations and Reliability, Frankfurt /Oder, Germany, Hennig Klaus Ed., 163—173
    [110] Kabe, A. M. "Stiffness Mathic adjustment Using Mode data"AIAA J 23(9), 1958: 1431—1436
    [111] 李杰,陈隽.子结构物理参数识别与输入地震动的复合反演研究,振动与冲击,1998,17(1):58—62
    [112] 李万新,张景绘等,载荷确定方法及直升飞机六力素识别,航空部飞行试验中心,1984
    [113] 吕忠达,动载荷识别的时域方法,上海机械学院,硕士研究生论文,1987
    [114] 李文玲等,柱承式贮仓振动的“鞭梢效应”,西安,冶金建筑学院学报,1987,51(3):45—55
    [115] 刘定华,魏宜华,钢筋混凝土筒仓侧压力的计算与测试,建筑科学,1998,14(4):14—18
    [116] Udwadia , F、E、et al, some Uniqueness Results Related to Building Structural Identification, Appl. Math. SIAM, 1978, 34(1): 104—118
    [116] Lijung. L. (1987). System identification: Theory for the user. Prentice Hall. Englewood Cliffs, N. J.
    [117] Ljung, L., and Soderstrom T. (1983). Theory and practice of recursive identification. MIT Press. Cambridge. Mass.
    [118] 林皋,土一结构动力相互作用,世界地震工程,(1991,(1):4—21
    [119] 林皋,岩土地震工程及土动力学的新进展,世界地震工程,1992(2):1—10
    [120] 林皋,关飞,结构一地基相互作用对重力坝地震反应的影响,地震工程与工程振动,1991,11(4):65—76
    [121] 萌行成,沈蒲生,陈军,埋置基础近似动力模型及其应用,振动工程学报,1997,10(4):506—509
    [122] Lycan, D. L. and Newmank, N. M. Effect of Structure and Foundatian Iteraction, J of End. Mech. ASCE, 1961, 87(EM5): 1—31
    [122] M. C. Constnatinou "Dynamics of Soil—base—isolated Structure System J. Stmuct div. ASCE 114. 211—221 (1988)
    [123] M. C. Constantiou "A simplitied analysis proceduch for base isulated stractures on flexble foundction" Earthquake eng. stract dyn 1987 (15) 963—983
    [124] Masaru Hoshiya & Etsure Saite, Structural Identification by Extended Kalman Filter, J of End Mech, ASCE, 1984, 110(12): 1757—1770
    [125] M. Kamiyama, 'Statistical identification for nonlinear amplification of strong—motion spectra due to surface layers', Proc. nat. Symp. on effects of surface geology on seismic motion, 1989, pp. 43—48.
    [126] M. Sugito and H. Kameda, 'Non—linear soil amplification model with verfication by vertical strong motion array records', Proc. 4th U. S. natl. conf. earthquake eng., Palm Springs, CA, 1990, Vol. 1, pp. 555—564
    [127] M. Sugito, 'Earthquake motion prediction, microzonation, and buried pipe response for urban seismic damage assessment', Ph. D. Thesis, School of Ciril Engineering. Kyoto University, Kyoto, 1986
    [128] 马建勋.梅占馨.筒仓在地震作用下的计算理论,土木工程学报.1997,30(1):25—29
    [129] Ory, H. et al, Quality of Model Analysis and Reconstruction of Forcing Functions Based on Measured Output Data, Proc. of The 4th IMAC, 1986
    [130] Morteza A、M. Torkamani et al, Stiffness Identification of Frames Using Simulated Ground Excitation, J of Eng. Mech, ASCE. 1988, 114(5): 753—776
    [131] O. Tsujihara, T. Sawada and K. Hirao, 'Comparison of some nonlinear programming algorithms in identification of dynamic soil properties', J. struct. mech. earthquake eng. JSCE 489/Ⅰ—27, 277—280(1994)(in Japanese).
    [132] Papageorgiou, A. S. and K. Aki (1933). A specific barrier model for the quantitative description of inhomogeneous faulting and the prediction of strong ground motion. I. Description of the model. Bull. Seism. Soc. Am. 73. 693—722.
    [133] P. C. Shah, 'A methodology for optimal sensor location of dynamic systems', Trans. ASME, J. appl, mech. 45, 188—196(1978).
    [134] Pappa, R. S. and Ibrahim, S. R., "A Parametric Study of the Ibrahim Time Domain Modal Identification Algorithm," Shock and Vibration Bulletin, No. 51, Pt. 3, May 1981, pp. 43—72.
    [135] Parmelee, R. A, Building—Foundation Interaction Effects, J of Eng. Mech. Div, ASCE, 1967, 93(EM2: 131—152
    [136] Paronesso, A、& Wolf J. P, Propenty Matrics Identification of U N bounded Medium from Unit—Impulse Response Functions Using Legendre Polynomials: Formulation, Earthq. Eng struct. Dyn. 1996, 25: 1231—1245
    [137] Peterson, L. D. "Atime and frequenag domin procedure for idertification of structaral dynamic models" AIAA Paper 94—1731
    [138] 荣见华,利用动响应数据修正动力模型的一种方法,机械强度,1992,14(3):7—10
    [139] Reismann, H.."Response of a Cylindrical Shell to an Inclined, Moving Pressure Discontinuity (Shock Wave)."Journal of Sound and Vibration, Vol. 8. No. 2, Sept., 1968.
    [140] Reismann, H.. and Padlog. J.. "Forced Axisymmetric Motion of Cylindrical Shells", Journal of the Franklin Institute, Vol. 284. No. 5, Nov.. 1967, pp. 308—319
    [141] Reismann, H.. and Medige. J., "Dynamic Response of Cylindrical Shells," Report No. 13, Division of Interdisciplinary Studies and Research, School of Engineering. State University of New York at Buffalo. Jan.. 1966
    [142] Rodden, W. P.,"A Method for Deriving Structural Influence Coefficents form Ground Vibration Tests," AIAA Journal, Vol. 5, May 1967, pp, 991—1000.
    [143] R. W.克拉夫,J.彭津著,王光远等译,结构动力学,北京,科学出版社,1983:346—391
    [144] R. M. Lin "Analytical Model Updoting and Model reduction" 1996 AIAA J. 34 (9): 1966—1968
    [146] 孙德安等,固有各向异性对动剪切模量的影响,全国土工建筑物及地基抗震学术讨论会论文汇编,陕西机械学院,1986年。
    [147] Seed, H. B, and I. M. Idriss(1969). The influence of soil conditions on ground motions during earthquake. J. Soil Mech. Found. Eng. DivASCE 94, 93—137.
    [148] Seed. H. B. and I. M. Idriss (1970). Soil moduli and damping factors for dynamic response analysis, Report EERC 70—10. Earthquake Engineering Research Center. University of California. Berkely.
    [149] Satoh. T., H. Kawase. and T. Sato(1994). Engineering bedrock waves obtained through the identification analysis based on borehole records and their statistical envelope characteristics. J. Struct. Constr. Eng. Trans. Architect. Inst. Japan
    [150] Satoh. T. T. Sato. and H. Kawase (1995). Nonlinear behavior of soil sediments identified by using borehole records observed at the Ashigara Valley, Japan, submitted to Bull. Seism. Soc. Am.
    [151] Seale. S. H. and R. J. Archuleta (1989). Site amplification and attenuation of strong ground motion. Bull. Seism. Soc. Am. 79, 1673—1696.
    [152] Shima, E. T. Ohta. S. lizuka. K. Takabashi. H. Ishida, and F. Matsued a(1984). A study on characteristics of seismic motions in the rock with vertical instrument arrays: part 5. Evaluatwn of damping factor using direct S wave in the rock, Summaries of Technical Papers of Annual Meeting. Architectural Institute of Japan. Structures, 599—600(in Japanese).
    [153] Safak. E. (1988),"Analysis of recordings in structural engineering; Adaptive filtering. prediction, and control." Open—File ReTort No. 83—647. U. S. Geological Survery, Menlo Park, Calif.
    [154] Safak. E. (1989a), Optimal—adaptive filters to estimate spectral shape, site amplification. and source scaling. Soil Dyn. Earthquake Eng. 8(2)
    [155] Safak. E. (1989b),"Modeling, identification, and control of dynamic structural systems, Ⅰ: Theory, Part Ⅱ—Applications, J. Engrg. Mech.. ASCE, 115(11)
    [156] Smith, H. A. Effectire Optimal Structural Control of Soil—Structure Interactio Systems, Earth Eng. Struct. Dyn, 1997, 26: 549—570
    [157] Saluadori, M. G & Edward, H., Periods of Framed Buildings for Earthquake Analysis, Trans of ASME, 1962, 127:
    [158] Sato, Y. and Yamaguchi, R. Uibration of Building Upon the Elastic Foundation, Bulletin of the Earthquake Research Institute, 1957, 35: 545—564
    [159] S.铁摩辛柯,D.H.杨著,胡人礼译,工程中的振动问题,北京,人民铁道出版社,1978:245—342
    [160] Safak (1988) "A simple model for strong ground motion and hesponse specha" Earth. Eng. Stract. dyn. 16 203—215
    [161] Schnnbel, P. B (1972)"Shake: A computer program for earthquake analysis ofhorizontally layened sites Report No. UCB/EERC—72/12 Earthquake. Engng. Res. ctr. univ of California, Berkeleg. Calif
    [162] Safak, E. (1989a). "Adaptive modelling. identification and control of dynamic structural system: Ⅰ. Theory." J. Engrg. Mech., 115(11). 2386—2405
    [163] Safak, E. (1989b). "Adaptive modelling, identification and control of dynamicstruetrual system: Ⅱ. Applications." J. Engrg. Mech., ASCE. 115(11). 2406—2426.
    [164] Shinozuka, M. (1982). "Identification of linear structural dynamics systems." J. Engrg. Mech. Div., ASCE.
    [165] S. Alam. "Robust active optimal wntrol scheme ineluding soil—structure interaction" J. struct eng. div. ASCE, 119, 2533—2551(1993)
    [166] SU, T. J. Substructure System identification and Synthesis, AIAA Paper 93—1649
    [167] Smith, S. w. "Secant—Mithod adjustment for stnctural Models" AIAA J 1991, 29(1) 119 126
    [169] T. Satoh, T. Sato and H. Kawase, 'Nonlinear behavior of soil sediments identified by using borehole records observed at the Ashigara Valley, Japan', Bull. seism, soc. Am. 85, 1821—1834(1995)
    [170] T. Satoh, H. Kawase and T. Sato, 'Evzluation of local site effects and theirremoval from borehole records observed in the Sendal region, Japan', Bull. seism, soc. Am. 85, 1770—1789 (1995).
    [171] T. Satoh, H. Kawase and T. Soto, 'Strong motion predication considering both non—linear behavior of soil and the statistical characteristics of ground motionextracted from observed data', J. struct, constr, eng. 463, 27—37 (1994) (in Japanese with English abstact.
    [172] Tazoh, T., K. Sato, K. Shimizu, and A. Hatakeyama (1988). Nonlinear seismic response analysis of soil deposit using strong seismic records, Proc. Ninth World Conf. Earthquake Engineering. Tokyo. 507—512.
    [173] Tokimatsu, K. and S. Midorikawa (1931). Nonlinear soil properties estimating from strong motions accelerograms. Proc. International Conf. on Recent Advances in Geotechnical Earthquake Engineering and Soil Dynamics 1, 117—122.
    [174] T. Annaka, T. Tsuzuki, T. Masuda, M. Shimada and K. Okadome, 'Strain dependence of shear modulus and damping factor of soil deposit inferred from the strong motion accelerograms record by a vertical array', Proc. 9th Japan earthquake engineering syrup. Vol. 1. December 1994, pp. 493—498(in Japanese).
    [175] T. Suzuke and M. Tanaka, 'An approach to evaluate microtremor data based on the result of identification analysis for S—wave velocity profile of surface soil deposits', Proc. 9th Japan earthquake engineering symp., Vol. 1, December 1994, pp. 217—222 (in Japanese).
    [176] T. Sato, H. Kawase and T. Sato, 'Engineering bedrock wave obtained through the identification analysis based on borehole records and their statical envelope characteristics', J. struct. construction eng. 461, 19—28(1994) (in Japanese).
    [177] T. Kurita and I. Yoshida, 'Identification of soil properties from the records of 1987 Chibaken—Toho—Oki earthquake and its after shocks', Proc. 49th Annual Conf. of the Japan society of civil engineers, Vol. 1(A), September 1994, pp. 1524—1525(in Japanese)
    [178] Toshio Kobayashi, et al, System Identification of the Hualien LSST Model Structure, Earthq Eng and struct. Dyn. 1997, 26: 1157—1167
    [179] Thoren, A. R. Derivation of Mass and Stiffness Matrics from Dynamic Test Data, AIAA Paper 72—346
    [180] Toki. K., Sato, T., and Kiyono, J. (1989). "Identification of structural parameters and input ground motion from response time histories." J. Struct. Engrg. Earthquake Engrg., 6(2), 413s—421s.
    [181] Tsai, T., Yang, J. C. S., and Chen, R. Z. (1985)."Detection of damages in structures by cross random decrement method." 3rd Arctic Modal Analysis Conf.
    [182] Tsai, W. H., and Yang. J. C. S. (1988). "Non—destructive evaluation of composite structures using system identification technique." J. Engrg. Mater. Tech., 110(2), 134—139.
    [183] Thaffar—Zadeh, M. "Frequency—independent impedance of Soil—structure systems in horizontal and hocking modes" Earthq. eng. stract, dyn. 11, 523—540(1983)
    [184] Udwedia, F. E. etc, Uniqueness of Damping and Stiffness Distriburions in the Identification of Soil and Structural Systems, J of Appl. Mech. ASME, 1978, Vol. 15: 181—187。
    [185] Udwadia, F. E., Some Uniqueness Results Related to Soil and Building Structural Identification, J of Appl Math. SIAM, 1985, 45(4): 674—685
    [187] Udwodia, F. E. et al, Identification of Structures Throngh Records Obtained During Strong Earthquake Ground Motion, J of Eng for Ind. ASME, 1976: 1348—1362
    [188] Udwadia, F. E. et al, Time Variations of Structural Properties During strong Ground Shaking, J. of Eng. Mech ASCE 1980, 106 (EM1): 110—121
    [189] Udwadia, F. E. (1985). "Some uniqueness results related to soil and structural identification." J. Appl. Math., 45(4). 674—685
    [190] Vlasov. V. S.," Basic Differential Equations in General Theory of Elastic Shells." NACA TM1241, Feb., 1951, (Translation from the Russian).
    [191] Veletsos, A. S."Dynamic modeling and hesponse of higid embedden cylinders", J. Eng mech. ASCE, 1995(9) 1026—1035
    [191] Veletsos, A. S."Dynamie modeling and hesponse of higid embedden cylinders", J. Eng mech. ASCE, 1995(9) 1026—1035
    [193] 吴世明,徐攸在,土动力学现状与发展,岩土工程学报,1998,20(3):125—131
    [194] WECC, 'Geological exploration retort on Lotung project'. Technical Retort, World Exploration and Construction Company Ltd., 1986.
    [195] Wu, S. M. et al., Capillary effects on shear modulus of sands and silts. J. Geot. Eng., Vol. 110, No. 9, 1984.
    [196] 吴世明,非饱和无粘性土的动剪切模量,岩土工程学报,1985年第7卷第6期。
    [197] Wen K. L. (1994). Non—linear soil response in ground motions. Earthquake Eng. Struct. Dyn. 23, 599—608
    [198] 魏来生,结构有限元动态模型修正方法综述,振动与冲击,1998,17(3):43—46
    [199] 文立华,用测试的模态参数辩识结构参数,工程力学1997,14(2):62—67
    [200] Wei, F. S., "Stiffness Matrix Correction From Incomplete Test Data," AIAA Journal, Vol. 18, Oct. 1980, pp. 1274—1275
    [201] Wu, W H & Smith, H. A. Efficient Modal Analysis of Structures with soil—structure Interaction Effects. Earthq. Eng. Struct. Dyn., 1995, 24: 283—299
    [202] Wang, H. L. & Luco, J. E. Impedance functions for rectangular foundations on a uiscoelastic half Space. J. geotech, eng. div. ASCE, 1998, 27: 280—290
    [203] Wedig, W. (1983)."Fast algorthms in parameter identification of dynamic system." Proc. IUTAM Symp. on Random Vibration and Reliability, K. Henning, ed., Akadamie—Verlag. Berlin. 217—227.
    [204] W. H. Wu"Efficient modal analysis of structures with soilstrueture interaction effects". Earth. Eng. struct. dyn, 24, 283—299(1995)
    [205] Wang Duan and A chintya Haldar,"Element—level System Identification with Unknown Input", J. Eng. Mech, ASCE, 120(1) 1994: 159—175
    [206] 谢定义,土动力学,西安,西安交通大学出版社,1988
    [207] 谢定义,动荷载下土的强度特性,水利学报,1987年12月:17—31
    [208] 谢定义,21世纪土力学的思考,岩土工程学报,1997,19(4):111—114
    [209] 熊建国,土层振动特性分析,地震工程与工程振动,1986
    [210] 熊建国,土一结构动力相互作用问题的新进展(Ⅰ):4—21
    [211] Yu, P., Richart, F. E. Sr., Stress ratio effects on shear modulus at O'—Neill Forebay San Luisand Contral Loma dams. Rep. GR85—1, Univ. of Texas, Austin, 1985.
    [212] 俞培基,应力状态和应力历史对砂土剪切模量的影响,水利水电科学研究院科学研究论集,第23集,水利电力出版社,1986年。
    [213] 俞培基、郭锡荣,现场和室内测定粘性土的动剪切模量,全国土木建筑物及地基抗震学术讨论会论文汇编,陕西机械学院,1986年。
    [214] 要明伦、邢延,软粘土的动力参数及其应用,全国土工建筑物及地基学术讨论会汇编。陕西机械学院,1986年。
    [215] Yamazaki. F., Lin, and T. Katayama (1992). Orientation error estimation of buried seismographs in array observation. Earthquake Eng. Struct. Dyn. 21, 679—694.
    [216] Y. Okamoto, T. Sawada, K. Hirao and O. Tsujihara, 'Localized identification of S—wave velocity and quality factor of surface layers by using vertical array records', Proc. 9th Japan earthquake engineering symp., Vol. 1, December 1994, pp. 289—294(in Japanese).
    [217] 俞启浩,线性和非线性振动系统的识别,振动与冲击,1994,(2):48—55
    [218] 杨耀峰,考虑地基影响时冷却塔动力特性的试验研究,建筑结构,1997(1):46—49
    [219] Y. C. Han; G. C. W. Sabin "Impedance for radilly inhomoycncus uiscoelasic soil medla" J. Eng. mech. ASCE, 1995(9) 939—947
    [220] 张克绪,土动力学,北京,地震出版社,1989
    [221] 曾国熙等,粉煤灰的动剪切模量,岩土工程学报,1985年第7卷第5期。
    [222] 张建龙等,利用跨孔法和共振柱试验成果求场地基本周期的简化计算,全国土工建筑物及地基抗震学术讨论会论文汇编,陕西机械学院,1986年。
    [223] 赵衍刚,江近仁,筒仓结构的自振特性与地震反应分析,地震工程与工程振动,1989,9(3):55—63
    [224] 邹经湘,黄敦朴,结构模态参数识别讲座,振动与冲击,1984(2—4),和1985(1—

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