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Simulation Study on Non-Direct-Ground System Based on MATLAB

Luo Long

Open publisher page 2 citations

Abstract

The methods of researching on no-direct-ground system are summarized and analyzed.That the numerical simulation method is the effective complementarity for analytic method and experiment is pointed cut.A no-direct-ground-system simulation model is built up based on MATLAB.The simulations results are in accordance with the fact.Based on the simulation results,the characteristics of the single-line-to-earth fault is found directlg,which are the base for line selecting algorithm.The simulation case shows the effect efficiencg and the feasibilitg of the proposed method.

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What this paper is about

The methods of researching on no-direct-ground system are summarized and analyzed.That the numerical simulation method is the effective complementarity for analytic method and experiment is pointed cut.A no-direct-ground-system simulation model is built up based on MATLAB.The simulations results are in accordance with the fact.Based on the simulation results,the characteristics of the single-line-to-earth fault is found directlg,which are the base for line selecting algorithm.The simulation case shows the effect efficiencg and the feasibilitg of the proposed method.

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OpenAlex reports 2 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The methods of researching on no-direct-ground system are summarized and analyzed.That the numerical simulation method is the effective complementarity for analytic method and experiment is pointed cut.A no-direct-ground-system simulation model is built up based on MATLAB.The simulations results are in accordance with the fact.Based on the simulation results,the characteristics of the single-line-to-earth fault is found directlg,which are the base for line selecting algorithm.The simulation case shows the effect efficiencg and the feasibilitg of the proposed method.

Key concepts: MATLAB, Computer science, Complementarity (molecular biology), Base (topology), Line (geometry), Simulation, Mathematics, Geometry

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