Non-invasive load decomposition based on improved differential evolution algorithm
An improved differential evolution and non-invasive technology, applied in spectrum analysis/Fourier analysis, complex mathematical operations, measurement devices, etc., can solve problems such as inability to realize load equipment identification, low load feature identification, and sparse features
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[0020] Step 1: Extract the steady-state current harmonic characteristics of typical household appliances and establish a characteristic sample set.
[0021] The second step: sample the power and current at the user's incoming line, and use the event detection algorithm to obtain the time section of the steady state operation of the load equipment.
[0022] The third step: Sample the currents in the same time segment, and use FFT to extract the harmonic characteristics of the steady-state current.
[0023] Step 4: Initialize the relevant parameters and set the first generation population {X 1,1 ,X 2,1 ,...,X n,1 }, size n, each individual X i Are all m-dimensional 0-1 vectors {x 1 ,x 2 ,...,X m }, where x m Is the operating state of the m-th load equipment.
[0024] Step 5: Perform mutation, crossover and selection operations according to DE (Differential Evolution Algorithm), and calculate fitness according to Equation 3.
[0025] Step 6: Determine whether the set number of iterations i...
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