Markov model construction simplification method and system applied to complex system
A complex system and model technology, applied in the field of Markov model construction, can solve problems such as combinatorial explosions, and achieve the effects of solving explosions, reducing the number of states, and simplifying the Markov model
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Embodiment 1
[0032] Embodiment 1: A simplified method for constructing a Markov model applied to a complex system, comprising the following steps:
[0033] Step 1: If figure 1 As shown, when analyzing the complex system, it is found that the complex system in this embodiment is a nuclear power plant DCS system. During the actual operation of the system, different devices have the same impact on the system variables under the same failure mode, and have the same impact on the next level ( system) has the same effect. In the process of establishing the Markov model in the past, it is necessary to establish the state transition for different failure modes of each board. Therefore, the traditional Markov model often has the problem of combinatorial explosion. In the present invention, this situation can be simplified by analyzing the state of the equipment or system, dividing the equipment as a whole according to the influence of its external system, and merging the states that affect the sam...
Embodiment 2
[0045] Embodiment 2: A Markov model construction simplification system applied to complex systems, including a state confirmation module and a simplified merging module. The state confirmation module is used to detect the states in the Markov model, and form a simplified state group after screening states with the same transition rate. The simplified merging module is used to merge and simplify the member states in the simplified state group into one state by adding the entry rate and keeping the exit rate constant.
Embodiment 3
[0046] Embodiment 3: A simplified method for constructing a Markov model applied to a complex system. This embodiment uses a 1oo2 (1 out of 2) architecture as an example for illustration.
[0047] Such as figure 2 As shown, the 1oo2 architecture consists of two channels connected in parallel, either of which can perform the security function. The demand-time safety function fails if and only if a dangerous failure occurs in both channels.
[0048] Such as image 3 As shown, according to the 1oo2 system architecture, the system model is established according to the traditional Markov model, and the Markov model is obtained, and the corresponding state transition matrix P0 can be obtained, where P0 is an 8-order state transition matrix, specifically:
[0049]
[0050] right image 3 The traditional 1oo2 architecture Markov model analysis shown shows that state 1 and state 3 have the same transition rate, that is, the probability of entering state 1 and state 3 is the same...
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