Stress curve clustering method of building fiber grating stress sensor
A technology of stress sensor and fiber grating, which is applied in the direction of instruments, data processing applications, character and pattern recognition, etc., can solve the problems of poor clustering effect and low clustering efficiency, and achieve easy tuning, stable algorithm results, and input parameters. little effect
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Embodiment 1
[0043] Such as figure 1 As shown, the present embodiment provides a method for clustering stress curves of architectural fiber grating stress sensors, including the following steps,
[0044] S1. Obtain the daily load data of a plurality of building stress sensors, establish P original sample sets, and let the P original sample sets correspond to a plurality of the building stress sensors; wherein, each of the original sample sets contains the current The sample set corresponds to the daily load data collected by the building stress sensor at Q time points in a day, where P and Q are both positive integers.
[0045]S2. Preprocessing the daily load data of each building stress sensor to obtain initial cluster data.
[0046] Specifically, data missing value processing is performed on all the original sample sets to obtain multiple initial sample sets; data standardization processing and data regularization processing are performed on all daily load data in each of the initial sa...
Embodiment 2
[0082] In this embodiment, different data sets with classification marks are clustered with the density estimation clustering algorithm based on the inverse nearest neighbor, that is, the RNN-DBSCAN algorithm and the K-Means algorithm and the DBSCAN algorithm. For the situation where the actual category information is unknown, use Calinski- The Harabasz index, that is, the CH index, is used to evaluate the clustering effect; for the dataset with known classification marks, the clustering effect index can be evaluated by using normalized mutual information (Normalized Mutual Information) and adjusted mutual information (Adjusted Mutual Information).
[0083] Assuming that U and V are the distribution of N sample labels, the entropies of the two distributions are: where P(i)=|U i | / N,P(j)=|U j | / N, the mutual information between U and V is defined as: where P(i,j)=|U i ∩U j | / N, the standardized mutual information is: Adjust mutual information: The value range of NMI...
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