Rolling bearing reliability prediction method based on mathematical morphology and IFOA-SVR
A technology of mathematical morphology and prediction method, applied in the direction of mechanical bearing testing, etc., can solve the problem of long operation time and so on
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[0060] Specific implementation mode one: as Figures 1 to 11 As shown, the realization process of the rolling bearing reliability prediction method based on mathematical morphology and IFOA-SVR in this embodiment is specifically described as follows:
[0061] 1 Fractal Dimension Based on Mathematical Morphology
[0062] Mathematical morphology includes two basic operators, dilation operation and erosion operation. Let the original signal f(n) and the structural element Se(n) be two sets defined on the set F={0,1,…,N-1} and the set G={0,1,…,M-1} respectively A one-dimensional discrete function, and N≥M. At each analysis scale λ, let Se(n) perform an expansion and erosion operation on f(n), namely:
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[0065] In the formula: Represents dilation operation, Θ represents erosion operation, λ=1,2,...,λ max ,λ max is the largest analysis scale.
[0066] Define the coverage area A of f(n) expansion and erosion operations on Se(n) under the scale λ Se (λ)...
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