2020
DOI: 10.1109/access.2020.2991075
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Power Cyber-Physical System Risk Area Prediction Using Dependent Markov Chain and Improved Grey Wolf Optimization

Abstract: Existing power cyber-physical system (CPS) risk prediction results are inaccurate as they fail to reflect the actual physical characteristics of the components and the specific operational status. A new method based on dependent Markov chain for power CPS risk area prediction is proposed in this paper. The load and constraints of the non-uniform power CPS coupling network are first characterized, and can be utilized as a node state judgment standard. Considering the component node isomerism and interdependence… Show more

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Cited by 17 publications
(13 citation statements)
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“…A reliability modelling of the smart grid is developed considering the cyber-physical interdependencies among the components and shown that the flawed cyberinfrastructure results in lower reliability of the smart grid compared to the conventional power grid with less advanced control [160]. In [284], based on the interdependence between the cyber and physical networks, a risk area prediction model for CPPS is developed using dependent markov chain. Then the cross-adaptive gray wolf optimization algorithm is utilized to optimize the prediction model to accurately reflect the actual system risk propagation process.…”
Section: (C) Cpps Interdependent Modelling (Degree Of Physical and Cmentioning
confidence: 99%
“…A reliability modelling of the smart grid is developed considering the cyber-physical interdependencies among the components and shown that the flawed cyberinfrastructure results in lower reliability of the smart grid compared to the conventional power grid with less advanced control [160]. In [284], based on the interdependence between the cyber and physical networks, a risk area prediction model for CPPS is developed using dependent markov chain. Then the cross-adaptive gray wolf optimization algorithm is utilized to optimize the prediction model to accurately reflect the actual system risk propagation process.…”
Section: (C) Cpps Interdependent Modelling (Degree Of Physical and Cmentioning
confidence: 99%
“…(1) The sojourn time of performance state of each system function in SoS obeys exponential distribution. According to the above assumptions, the Markov [42] process of independent operational performance state (level) of function mk F of equipment system m S under the condition of gradual and abrupt failure is constructed as shown in Figure 4. Given the state transition intensity matrix of mk F , transformation theorem of Laplace-Stieltjes and equation (23), probability of mk F in each performance state at any time t can be obtained by solving the following differential equations of Kolmogorov [43]…”
Section: Independent Operational Performance Level Modeling Of Funmentioning
confidence: 99%
“…Ref. [12] [30] figured out that power systems have the Markovian property, so the decision can be made independently with only the current states. This is a tree-layout Markov decision process (MDP), as shown in Fig.…”
Section: B Formation Of Pattern/sequencementioning
confidence: 99%
“…Ref. [12] predicted risky areas in a heterogeneous CPPS under topological attacks. In both [13] and [14], the authors proposed a cyber-physical coordinated attack scheme, which trips a transmission line physically while falsifying measurements in the cyber layer, to mislead operators and thus cause load shedding.…”
Section: Introductionmentioning
confidence: 99%