Beta
229882

Motion of Poly-vectors in Fractal Clifford Spaces

Article

Last updated: 28 Dec 2024

Subjects

-

Tags

General Engineering

Abstract

Fractal Clifford Spaces (FCS) may be considered as a challenging approach to the unification of micro-physics and macro-physics. Trajectories of these manifolds are described by different poly-vectors describing paths and their deviation equations for not only to test particles but also for charged, rotating and rotating charged objects. Due to relaxing the condition of differentiability for all extended objects in the manifold. In this approach, a specialized Bazanski Lagrangian will be discussed to describe the fractal version of extended objects in a fractal space-time.

DOI

10.21608/msaeng.2022.229882

Keywords

Fractals, Bazanski Lagrangian, Path Equations, Differentiability, Extended Objects

Volume

1

Article Issue

2

Related Issue

32879

Issue Date

2022-06-01

Receive Date

2022-04-09

Publish Date

2022-06-01

Print ISSN

2812-5339

Online ISSN

2812-4928

Link

https://msaeng.journals.ekb.eg/article_229882.html

Detail API

https://msaeng.journals.ekb.eg/service?article_code=229882

Order

229,882

Type

Original Article

Type Code

2,183

Publication Type

Journal

Publication Title

MSA Engineering Journal

Publication Link

https://msaeng.journals.ekb.eg/

MainTitle

Motion of Poly-vectors in Fractal Clifford Spaces

Details

Type

Article

Created At

23 Jan 2023