Fault detection method of satellite attitude control system for supervised locally linear embedding
A technology of local linear embedding and satellite attitude control, which can be used in testing/monitoring control systems, general control systems, control/regulation systems, etc., and can solve the problems of satellite attitude control system failures, difficulty in updating the database high-dimensional feature accuracy in real time, etc. , to achieve the effect of improving the detection ability
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specific Embodiment approach 1
[0043] Specific implementation mode 1. Combination Figure 1 to Figure 8 Illustrate this embodiment, supervise the fault detection method of the satellite attitude control system of partial linear embedding, this method is realized by the following steps:
[0044] Step 1. Obtain high-dimensional original satellite telemetry data, and perform feature analysis and preprocessing on the obtained original satellite telemetry data;
[0045] The telemetry parameters of the satellite are the state values of each subsystem of the satellite transmitted by the telemetry arc, and the telemetry parameters of each subsystem can reflect the current operating status of each subsystem. Due to the high dimensionality of telemetry data, fuzzy research and analysis of telemetry data is not targeted. According to the research objectives of different subsystems, different telemetry data dimensionality reduction and classification methods need to be used to analyze and process the data. There wi...
specific Embodiment approach 2
[0113] Specific embodiment two, combine Figure 4 to Figure 8 Describe this embodiment, this embodiment is the embodiment of the fault detection method of the satellite attitude control system that supervises local linear embedding described in specific embodiment one:
[0114] The SLLE algorithm is applied to this embodiment through online data, and the satellite telemetry database is continuously updated and supplemented. Because d is an inherent property of satellite telemetry data, d does not change when the parameter type does not change. Neighborhood point dimension k needs to be adjusted. Here k=12, which is much smaller than the number of neighborhood points of the LLE algorithm, which greatly reduces the computational complexity. Figure 4 a is the telemetry data of the 12-dimensional satellite attitude control system after preprocessing, Figure 4 b is the data after dimensionality reduction by the algorithm. It can be seen that the dimensionality reduction data r...
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