Comprehensive energy planning equipment combination generation method and system based on analytic hierarchy process
A technology of comprehensive energy system and analytic hierarchy process, applied in resources, instruments, data processing applications, etc., can solve problems such as complex situations
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[0158] Construct matrix A
[0159]
[0160] The weight coefficient of A: ω=(0.2880 0.5318 0.0678 0.1124) T
[0161] Eigenvalue: λ=4.0004125
[0162] Consistency check: Pass verification.
[0163]
[0164] Weight coefficient of B1: ω1=(0.595 0.277 0.129) T
[0165] Eigenvalue: λ1=3.005
[0166] Consistency check: CI1=0.0025. Pass verification.
[0167]
[0168] Weight coefficient of B2: ω2=(0.082 0.236 0.682) T
[0169] Eigenvalue: λ2=3.002
[0170] Consistency check: CI2=0.001. Pass verification.
[0171]
[0172] Weight coefficient of B3: ω3=(0.429 0.429 0.142) T
[0173] Eigenvalue: λ3=3
[0174] Consistency check: CI3=0. Pass verification.
[0175]
[0176] Weight coefficient of B4: ω4=(0.595 0.277 0.129) T
[0177] Eigenvalue: λ4=3.009
[0178] Consistency check: CI4=0.005. Pass verification.
[0179] Compute total sort
[0180] The weight of B1 to the overall goal is:
[0181] 0.595×0.2880+0.082×0.5318+0.429×0.0678+0.595×0.1124=0.31...
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