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Comment on “Application of BEM with extended Kalman filter to parameter identification of an elastic plate under dynamic loading” by M. Tanaka, T. Matsumoto and H. Yamamura [Eng. Anal. Bound. Elem. 28, 213–219 (2004; Zbl 1075.74081)]. (English) Zbl 1182.74244
MSC:
74S15 Boundary element methods applied to problems in solid mechanics
74K20 Plates
93E12 Identification in stochastic control theory
93E11 Filtering in stochastic control theory
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[1] Tanaka, M.; Matsumoto, T.; Yamamura, H., Application of BEM with extended Kalman filter to parameter identification of an elastic plate under dynamic loading, Eng anal boundary elem, 28, 213-219, (2004) · Zbl 1075.74081
[2] Tanaka M, Matsumoto T, Judai S. On dynamic bending analysis of elastic plates by the boundary element method. Proceedings of the fourth conference on computational engineering, Japan: JSCES; 1999, p. 1015-1058.
[3] Leng, C.H.; Yeh, H.D., Aquifer parameter identification using the extended Kalman filter, Water resour res, 39, 3, 1062, (2003), doi:10.1029/2001WR000840
[4] Jiang, F.; Rohatigi, A.; Vecchio, K.S.; Adharapurapu, R.R., Crack length calculation for bend specimens under static and dynamic loading, Eng fract mech, 71, 1971-1985, (2004)
[5] Li, Y.; Ramesh, K.T.; Chin, E.S.C., Dynamic characterization of layered and graded structures under impulsive loading, Int J solid struct, 38, 6045-6061, (2001) · Zbl 1075.74566
[6] Knopman, D.S.; Voss, C.I., Behavior of sensitivities in the one-dimensional advection-dispersion equation: implication for parameter estimation and sampling design, Water resour res, 23, 2, (1987)
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