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锅炉承压管泄漏双曲面定位的遗传算法优化 被引量:11
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作者 安连锁 王鹏 +2 位作者 姜根山 李庚生 沈国清 《中国电机工程学报》 EI CSCD 北大核心 2010年第26期17-22,共6页
电站锅炉"四管"泄漏的精确定位对于火电机组的安全、经济运行具有极其重要的意义。该文建立了双曲面定位模型并给出炉膛内平面四元阵列的测点分布,泄漏定位实验表明通过极大似然(maximum likelihood,ML)广义互相关对能取得非... 电站锅炉"四管"泄漏的精确定位对于火电机组的安全、经济运行具有极其重要的意义。该文建立了双曲面定位模型并给出炉膛内平面四元阵列的测点分布,泄漏定位实验表明通过极大似然(maximum likelihood,ML)广义互相关对能取得非常稳定和尖锐的时间估计峰值,频域信噪比函数能较好地抑制炉膛强背景噪声的影响。为了避免初值猜测与远场假设,采用遗传算法:十进制浮点编码,非均匀高斯变异算子,进行双曲面方程组定位解的全局性概率搜索。对比遗传算法和拟牛顿法的双曲面方程组优化,表明遗传算法的优化误差略小于拟牛顿法,具有稳健性和高精度,但其需要较长的收敛时间。时延估计误差对定位影响很大,时间迟延误差不大于0.1ms,平面四元阵列空间坐标定位误差保持在1m之内从而满足精确定位的要求。 展开更多
关键词 炉管泄漏 双曲面定位 遗传算法 时间迟延估计
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Characteristic Analysis of Underwater Acoustic Scattering Echoes in the Wavelet Transform Domain 被引量:1
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作者 Mei Yang Xiukun Li +1 位作者 Yang Yang Xiangxia Meng 《Journal of Marine Science and Application》 CSCD 2017年第1期93-101,共9页
Underwater acoustic scattering echoes have time–space structures and are aliasing in time and frequency domains. Different series of echoes properties are not identified when incident angle is unknown. This article i... Underwater acoustic scattering echoes have time–space structures and are aliasing in time and frequency domains. Different series of echoes properties are not identified when incident angle is unknown. This article investigates variations in target echoes of monostatic sonar to address this problem. The mother wavelet with similar structures has been proposed on the basis of preprocessing signal waveform using matched filter, and the theoretical expressions between delay factor and incident angle are derived in the wavelet domain. Analysis of simulation data and experimental results in free-field pool show that this method can effectively separate geometrical scattering components of target echoes. The time delay estimation obtained from geometrical echoes at a single angle is consistent with target geometrical features, which provides a basis for object recognition without angle information. The findings provide valuable insights for analyzing elastic scattering echoes in actual ocean environment. 展开更多
关键词 underwater acoustic scattering echoes geometrical scattering components time delay estimation wavelet transform
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Polynomial Root Finding on Frequency Estimation with Sub-Nyquist Temporal Sampling
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作者 石海杰 桂志国 张权 《Journal of Measurement Science and Instrumentation》 CAS 2011年第4期349-352,共4页
This paper addresses an algebraic approach for wideband frequency estimation with sub-Nyquist temporal sampling. Firstly, an algorithm based on double polynomial root finding procedure to estimate aliasing frequencies... This paper addresses an algebraic approach for wideband frequency estimation with sub-Nyquist temporal sampling. Firstly, an algorithm based on double polynomial root finding procedure to estimate aliasing frequencies and joint aliasing frequencies-time delay phases in multi-signal situation is presentcd. Since the sum of time delay phases determined from the least squares estimation shows the characteristics of the corre- sponding parameters pairs, then the pairmatching method is conducted by combining it with estimated parameters mentioned above. Although the proposed method is computationally simpler than the conventional schemes, simulation results show that it can approach optimum estimation performance. 展开更多
关键词 wideband frequency estimation sub-nyquist sampling polynomial root finding pair matching
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Crustal structure of northeastern margin of the Tibetan Plateau by receiver function inversion 被引量:22
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作者 LIU QiMin ZHAO JunMeng +1 位作者 LU Fang LIU HongBing 《Science China Earth Sciences》 SCIE EI CAS 2014年第4期741-750,共10页
Using seismic data of about one year recorded by 18 broadband stations of ASCENT project, we obtained 2547 receiver func- tions in the northeastern Tibetan Plateau. The Moho depths under 14 stations were calculated by... Using seismic data of about one year recorded by 18 broadband stations of ASCENT project, we obtained 2547 receiver func- tions in the northeastern Tibetan Plateau. The Moho depths under 14 stations were calculated by applying the H-x domain search algorithm. The Moho depths under the stations with lower signal-noise ratio (SNR) were estimated by the time delay of the PS conversion. Results show that the Moho depth varies in a range of -40--60 kin. The Moho near the Haiyuan fault is vague, and its depth is larger than those on its two sides. In the Qinling-Qilian Block, the Moho becomes shallower gradually from west to east. To the east of 105~E, the average depth of the Moho is 45 km, whereas the west is 50 km or even deeper. Combining our results with surface wave research, we suggest a boundary between the Qinling and the Qilian Mountains at around 105~E. S wave velocities beneath 15 stations have been obtained through a linear inversion by using Crust2.0 as an ini- tial model, and the crustal thickness that was derived by H-x domain search algorithm was also taken into account. The results are very similar to the results of previous active source studies. The resulting figure indicates that low velocity layers devel- oped in the middle and lower crust beneath the transition zone of the Tibet Block and western Qinling, which may be related to regional faults and deep earth dynamics. The velocity of the middle and lower crust increases from the Songpan Block to the northeastern margin of Tibetan Plateau. Based on the velocity of the crust, the distribution of the low velocity zone and the composition of the curst (Poisson's ratio), we infer that the crust thickening results from the crust shortening along the direc- tion of compression. 展开更多
关键词 northeastern margin of Tibetan Plateau receiver function crustal structure crust flow
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RISK-SENSITIVE FIXED-POINT SMOOTHING ESTIMATION FOR LINEAR DISCRETE-TIME SYSTEMS WITH MULTIPLE OUTPUT DELAYS 被引量:1
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作者 ZHAO Hongguo CUI Peng 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2013年第2期137-150,共14页
This paper investigates the risk-sensitive fixed-point smoothing estimation for hnear omcrete-time systems with multiple time-delay measurements. The problem considered can be converted into an optimization one in ind... This paper investigates the risk-sensitive fixed-point smoothing estimation for hnear omcrete-time systems with multiple time-delay measurements. The problem considered can be converted into an optimization one in indefinite space. Then the risk-sensitive fixed-point smoother is obtained by solving the optimization problem via innovation analysis theory in indefinite space. Necessary and sufficient conditions guaranteeing the existence of the risk-sensitive smoother are also given when the risk-sensitive parameter is negative. Compared with the conventional approach, a significant advantage of presented approach is that it provides less computational cost. 展开更多
关键词 Innovation Riccati equation risk-sensitive time-delay.
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