Control method for cooperative safety control of fully distributed subsystem and Petri network model
A technology of safety control and control method, applied in transmission systems, electrical components, etc., can solve the problems of poor flexibility and fault tolerance of global safety diagnosis, inefficient information, poor flexibility and fault tolerance of SNNI, etc., and achieve good scalability. flexibility and adaptability, improving system security, flexibility and fault tolerance
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Embodiment 1
[0094] exist image 3 and Figure 4 Medium N 1 , N 2 , N 3 yes figure 2 The upper-level system N is based on the sub-network decomposed by the place index, and two methods are used to calculate the security of the upper-level system respectively.
[0095] Global SNNI:
[0096] max=l 1 +l 2 +l 3 ;
[0097] 2-2*l 1 >=0;
[0098] 2-2*l 1 -2*l 2 >=0;
[0099] 2-2*l 3 >=0;
[0100] l 1 >=0;
[0101] l 1 +l 2 >=0;
[0102] l 3 >=0;
[0103] @bin(l 1 );
[0104] @bin(l 2 );
[0105] @bin(l 3 );
[0106] Calculated at the initial identity m 0 When enabled, the maximum number of triggers for low-level transitions is as follows:
[0107]
[0108] Plugging the result into gives:
[0109] 2>=2*l 11 ;
[0110] 0>=2*l 11 +2*l 12 ;
[0111] 0>=2*l 13 +2*h 12 ;
[0112] 0>=h 11 ;
[0113] 0>=h 12 ;
[0114] 0>=h 11 ;
[0115] 0>=h 14 ;
[0116] 1>=h 13 ;
[0117] 2-2*l 11 + h 11 >=2*l 21 ;
[0118] -2*l 11 -2*l 12 + h 12 >=2*l 21 +2...
Embodiment 2
[0244] exist Figure 10 Medium N 1 , N 2 , N 3 yes Figure 9 The host system N is based on the sub-network decomposed by the index of the place, and two methods are used to calculate the security of the host system respectively.
[0245] Global SNNI:
[0246] max=l 1 +l 2 ;
[0247] 1-l 1 >=0;
[0248] 1+l 1 -l 2 >=0;
[0249] 1+l 2 >=0;
[0250] l 1 >=0;
[0251] -l 1 +l 2 >=0;
[0252] -l 2 >=0;
[0253] @bin(l 1 );
[0254] @bin(l 2 );
[0255] Calculated at the initial identity m 0 When enabled, the maximum number of triggers for low-level transitions is as follows:
[0256] Variable Value Reduced Ccst
[0257] L1 0.000000-1.000000
[0258] L2 0.000000-1.000000
[0259] Plugging the result into gives:
[0260] 1>=l 11 ;
[0261] 1>=l 12 ;
[0262] 1>=h 12 ;
[0263] 0>=h 11 ;
[0264] 0>=l 11 ;
[0265] 0>=l 12 ;
[0266] 1-l 11 + h 11 >=l 21 ;
[0267] 1+l 11 -l 12 >=l 22 ;
[0268] 1+l 12 -h 12 >=h 22 ;
[0269] l 11...
Embodiment 3
[0356] Host system N such as Figure 11 Shown; the index decomposition based on places is as follows Figure 12 shown;
[0357] Global SNNI:
[0358] max=l 1 +l 2 ;
[0359] 1+l 1 >=0;
[0360] -l 1 >=0;
[0361] 1+l 1 >=0;
[0362] 1+l 2 >=0;
[0363] -l 2 >=0;
[0364] @bin(l 1 );
[0365] @bin(l 2 );
[0366] Calculated at the initial identity m 0 When enabled, the maximum number of triggers for low-level transitions is as follows:
[0367] Variable Value Reduced Cost
[0368] L1 0.000000-1.000000
[0369] L2 0.000000-1.000000
[0370] Through the SIMIPN simulation platform in the laboratory, it can be concluded that the reachable state of the original upper system is 3722, and in the case of the initial state [1, 0, 1, 1, 0], the shortest step to reach all reachable states is 1860. If the global SNNI calculation is used, after calculating the maximum number of initiations of low-order transitions under the initial state conditions, it is necessary to...
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