6ISAEV A E, MATVEEV A N. Two approaches to hydmphone free-field calibration at continuous radiation in non-anechoic water tank[J]. Measurement Engineering, 2008, 12:47-51.
7CHEN YI, ISAEV AE, WANG YUEBING, et al. COOMET pilot comparison 473/RU-a/09: comparison o f hydrophone calibrations in the frequency range 250 Hz to 200 kHz[J]. Metrologia 48 Tech. Suppl. 09004, 2011.
4Schloss F,Strasberg M.Hydrophone calibration in a vibrating column of liquid.J.Acoust.Boc.Am.,1962;34(7):958-960.
5何祚镛.耦合腔中互易参量的理论计算和灵敏度修正[J].声学学报,1980,(1):43-54.
6Ainsleigh P L, George J D. Signal Modeling in Reverberant Environments with Application to Underwater Electroacoustic Transducer Calibration [ J ]. J A S A, 1995,98 ( 1 ) : 270 -279.
7Ainsleigh P L, George J D. Modeling exponential signals in a dispersive mulfipath environment [ A ] . IEEE International Conference on ASSP[C] . New York: 1992,457- 460.
8Ainsleigh P L, George J D. Variable projection methods with application to sums of exponentials in white noise[ R]. NRL Memorandum Report 6643, Naval Research Laboratory, Orlando, FL, 1990.
9Dennis J E, Gay D M. An Adaptive Nonlinear Least-Squares Algorithm[J]. ACM Trans Math Sofiw, 1981:348 - 368.
10Kumaresan R, Tufts D W. Estimating the Parameters of Exponentially Damped Sinusoids and Pole-Zero Modeling in Noise[J]. IEEE Trans, 1982, ASSP-30:833 - 840.
