Last‐Passage Algorithm for Charge Distribution Over a Finite Region | Zendy

Jang Hoseung | Zendy; Given James | Zendy; Yu Unjong | Zendy; Hwang ChiOk | Zendy

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Last‐Passage Algorithm for Charge Distribution Over a Finite Region

Author(s) -

Jang Hoseung,

Given James,

Yu Unjong,

Hwang ChiOk

Publication year - 2021

Publication title -

advanced theory and simulations

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 1.068

H-Index - 17

ISSN - 2513-0390

DOI - 10.1002/adts.202000268

Subject(s) - charge (physics) , charge density , algorithm , conductor , distribution (mathematics) , object (grammar) , point (geometry) , monte carlo method , charge conservation , computer science , statistical physics , point particle , physics , mathematics , geometry , mathematical analysis , classical mechanics , artificial intelligence , quantum mechanics , statistics

First‐passage and last‐passage Monte Carlo algorithms have been used for computing charge distribution on a conducting object. First‐passage algorithms are used for an overall charge distribution on a conducting object and Given–Hwang's last‐passage algorithms are used for a charge density at a specific point on a flat or spherical surface of a conductor. In this paper, a last‐passage algorithm for computing charge distribution over a finite region of a conducting object is presented.

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