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42 results about "Eigenfunction" patented technology

In mathematics, an eigenfunction of a linear operator D defined on some function space is any non-zero function f in that space that, when acted upon by D, is only multiplied by some scaling factor called an eigenvalue. As an equation, this condition can be written as Df=λf for some scalar eigenvalue λ. The solutions to this equation may also be subject to boundary conditions that limit the allowable eigenvalues and eigenfunctions.

Acquiring system eigenfunction and signal feature value method

A method of catching systematic eigenfunctions and signal eigenvalues under the condition of only response output available belongs to the parametric recognition technique in dynamic test field. The technique is a method of adopting cross spectral density functions of each response point instead of frequency response functions to perform time-frequency filtering and the parametric recognition of frequency domain, and includes the following steps: (1) carrying out analytic calculation of the cross spectral density functions of different metering signal of output points; (2) analyzing and calculating the nonorthogonal wavelets in the time-frequency domain according to the cross spectral calculating result; (3) inversing the fourier transformation to gain the time-frequency analyse coefficient; (4) adding a rectangular window to perform the time-frequency filtering; (5) calculating the cross spectrum of the output signal after filtering as the systematic function for recognition; (6) performing curvefitting to obtain the systematic parameter; the technique improves the recognition precision of the systematic parameters, precisely recognizes modal parameters, is simple and convenient, and is suitable for the dynamic analyses, the performance verification and the failure diagnosis of large civil engineering establishments such as large and complex mechanical equipments under operation status, high-rise buildings, bridges, etc.
Owner:NANJING UNIV OF AERONAUTICS & ASTRONAUTICS

Method for detecting heart diseases based on multi-scale entropy

InactiveCN109998527AMeasure healthReflect frequency characteristicsDiagnostic recording/measuringSensorsDiseaseEcg signal
The invention provides a method for detecting heart diseases based on multi-scale entropy. Firstly, original electrocardiosignals are put into a band-pass filter to filter away partial noise, then amplification is carried out by using signal differentiation and square methods to obtain magnified signals of R wave features, an R wave position is marked by using a dynamic threshold adjusting method,and RR interphase sequences of the electrocardiosignals are obtained; according to the RR interphase sequences of the electrocardiosignals, empirical mode decomposition is carried out, the signals are extended, then the electrocardiosignals are decomposed by constructing upper and lower envelope lines of the signals to obtain IMF components, and eigenfunction signals of the electrocardiosignals of healthy persons and patients with the heart diseases are obtained; the multi-scale entropy of the eigenfunction signals is calculated through the IMF components, the eigenfunction signals of the electrocardiosignals of the healthy persons and the patients with the heart diseases are classified by using a classification function of a support vector machine, and the electrocardiosignals of the healthy persons and the patients with the heart diseases are distinguished. The method for detecting the heart diseases based on the multi-scale entropy can timely detect the healthy condition of the heart and is conductive to knowing disease principles.
Owner:HUBEI UNIV OF TECH

Ultra-short-term wind power combination prediction method based on support vector machine

PendingCN110263971AExpand the solution spaceImprove the situation where excessive local errors are prone to occurForecastingInformation technology support systemRobustificationDecomposition
The invention discloses an ultra-short-term wind power combination prediction method based on a support vector machine, and the method comprises the steps: firstly carrying out the linear interpolation replacement of to-be-processed wind power historical data according to the data of an adjacent time period, and carrying out the normalization of the preprocessed data; secondly, decomposing the processed wind power data into an eigenfunction sequence and a residual error sequence by using empirical mode decomposition; secondly, establishing a quantum particle swarm-support vector machine model for the eigenfunction sequence and the residual sequence obtained by decomposition, and performing training optimization to obtain a predicted value of each sequence; and finally, superposing the prediction values of the sequences to obtain a final wind power prediction value, and carrying out error evaluation analysis. Compared with a support vector machine direct prediction result or a result without data feature decomposition, the prediction result of the method is improved, and meanwhile the situation that local errors are too large does not occur. Compared with an existing wind power prediction scheme, the method is higher in robustness, higher in calculation speed, less in data requirement and better in prediction effectThe invention discloses an ultra-short-term wind power combination prediction method based on a support vector machine, and the method comprises the steps: carrying out the linear interpolation replacement of to-be-processed wind power historical data according to the data of an adjacent time period, and carrying out the normalization of the preprocessed data; secondly, decomposing the processed wind power data into a cost characteristic function sequence and a residual sequence by utilizing empirical mode decomposition; secondly, establishing a quantum particle swarm-residual sequence for the intrinsic function sequence and the residual sequence obtained by decomposition; carrying out training optimization on the support vector machine model to obtain a predicted value of each sequence; and finally, superposing the predicted values of the sequences to obtain a final wind power predicted value, and carrying out error evaluation analysis. Compared with a result of direct prediction of a support vector machine or no data feature decomposition, the prediction result of the method is improved, and meanwhile, the situation of overlarge local error does not occur. Compared with an existing wind power prediction scheme, the method is higher in robustness, higher in calculation speed, less in data demand and better in prediction effect.
Owner:XIAN UNIV OF TECH

Method for adjusting influence matrix accurately matched with seismic wave and target response spectrum

The invention discloses a method for adjusting an influence matrix of accurate matching of seismic waves and a target response spectrum. The method comprises introducing an intrinsic function of a six-order differential equation to decompose initial seismic waves; obtaining initial amplitude coefficients in one-to-one correspondence with the intrinsic functions; in each time of iterative computation, calculating the response spectrum of the seismic wave reconstructed by the intrinsic function by using the Duhamel integral; calculating the contribution value of each intrinsic function to the reaction spectrum at each calculation frequency. The method has the advantages that the contribution of each intrinsic function to the calculation of the reaction spectrum can be adjusted by adjusting the amplitude coefficient of the intrinsic function, so that the calculation of the reaction spectrum is uniformly and consistently close to the standard reaction spectrum in each iteration calculation, and the purpose of matching the calculation of the reaction spectrum with the target design reaction spectrum is finally achieved. According to the method, the iteration process is monotonous and convergent, so that the time-history dynamic response analysis result of the important engineering structure has high precision and reliability, and the discreteness and the time consumption are remarkably reduced.
Owner:HOHAI UNIV

Method for acquiring system eigenfunction and signal feature value

A method for obtaining system characteristic functions and signal characteristic values ​​only in the case of response output, which belongs to the method of parameter identification in the field of dynamic testing. The method adopts the cross-spectral density function of each response point instead of the frequency response function to carry out time-frequency filtering and frequency-domain parameter identification, including step (1) calculating and analyzing the cross-spectral density function of different measurement output point signals; 2) Carry out non-orthogonal wavelet analysis and calculation in the time-frequency domain according to the cross-spectrum calculation results; (3) Find the time-frequency analysis coefficients by inverse Fourier transform; (4) Perform time-frequency filtering by adding a rectangular window; (5) Find the filtered The cross-spectrum of the output signal is used as a system function for identification; (6) Carry out curve fitting to obtain system parameters; this method can improve the identification accuracy of system parameters, can accurately identify modal parameters, is simple and convenient, and is suitable for Dynamic analysis, performance verification and fault diagnosis of large civil engineering facilities such as large complex mechanical equipment, high-rise buildings and bridges.
Owner:NANJING UNIV OF AERONAUTICS & ASTRONAUTICS

Finite-dimension eigen frequency domain analysis method for optical imaging system

The invention discloses a finite-dimension eigen frequency domain analysis method for an optical imaging system. The finite-dimension eigen frequency domain analysis method comprises the following steps: a first step: solving a two-dimensional light intensity transmission matrix of an optical system according to a PSF matrix and a one-dimensional object vector of the optical system; a second step: solving a characteristic value vector of the two-dimensional light intensity transmission matrix by using a QR decomposition method, and solving an eigen function vector group of the two-dimensional light intensity transmission matrix by using a power method; and a third step: solving object and image finite-dimension eigen spectral vectors by means of the object vector, an image vector and the eigen function vector group. The finite-dimension eigen frequency domain analysis method for the optical imaging system is used for overcoming the defects of the Fourier optical frequency-domain imaging analysis method in theory and numeral value calculation, providing the solving method of the object and image eigen spectral vectors and realizing that the object eigen spectral vector multiplying by the characteristic value vector of the optical imaging system is equal to the image eigen spectral vector.
Owner:HARBIN INST OF TECH

Improved influence matrix method for high-low frequency band alternation and target spectrum matching

The invention discloses an improved influence matrix method for high-low frequency band alternation and target spectrum matching, which comprises the following steps: all intrinsic functions are selected in a low frequency band and intrinsic functions of which the intrinsic frequencies are in one-to-one correspondence with frequency calculation points of a target spectrum in a high frequency bandas a group of primary functions to decompose seismic waves, so that the dimension of an influence matrix is greatly reduced; the influence of different frequency components on each other and the difference of contribution values to the target spectrum are considered, and the reaction spectrum is gradually close to the target design spectrum within the full frequency range by alternately adjustingthe amplitude coefficients of the full-band and high-band intrinsic functions, so that a very good matching effect can be achieved within the key attention frequency range of a project. The method overcomes the defects that in an existing response spectrum matching influence matrix method, the influence matrix dimension is large in the iteration process, the calculation efficiency is low, and different requirements of high frequency bands and low frequency bands cannot be met at the same time. Therefore, the dynamic time-history response analysis efficiency of the important engineering structure is greatly improved, and the precision and reliability are high.
Owner:HOHAI UNIV
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