4.6 Article

Data Storage Optimization Model Based on Improved Simulated Annealing Algorithm

Journal

SUSTAINABILITY
Volume 15, Issue 9, Pages -

Publisher

MDPI
DOI: 10.3390/su15097388

Keywords

smart grid; improved simulated annealing algorithm; Grey Wolf algorithm; data storage optimization model

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This paper proposes a data storage optimization model for smart grids based on Hadoop architecture using the improved Simulated Annealing algorithm to solve the penetration problem between multi-level data centers in the smart grid information transmission network. The smart grid data are considered as a task-oriented data set, and the smart grid information platform is equivalent to multiple distributed data centers. The mathematical model establishes the optimal transmission correspondence between data sets and data centers based on the dependency between task sets and data sets.
Since there is a longitudinal and horizontal penetration problem between multi-level data centers in the smart grid information transmission network. Based on the improved Simulated Annealing algorithm, this paper proposes a data storage optimization model for smart grids based on Hadoop architecture. Combining the characteristics of distributed storage in cloud computing, the smart grid data are equivalent to a task-oriented data set. The smart grid information platform is flattened, equal to a collection of multiple distributed data centers. The smart grid data over time were counted to derive the dependencies between task sets and data sets. According to the dependency between task sets and data sets, the mathematical model was established in combination with the actual data transmission of the power grid. The optimal transmission correspondence between each data set and the data center was calculated. An improved Simulated Annealing algorithm solves the longitudinal and horizontal penetration problem between multi-level data centers. When generating a new solution, the Grey Wolf algorithm provides direction for finding the optimal solution. This paper integrated the existing business data and computational storage resources in the smart grid to establish a mathematical model of the affiliation between data centers and data sets. The optimal distribution of the data set was calculated, and the optimally distributed data set was stored in a distributed physical disk. Arithmetic examples were used to analyze the efficiency and stability of several algorithms to verify the improved algorithm's advantages, and the improved algorithms' effectiveness was confirmed by simulation.

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