Frequencies of astrophysical jets and gravitational strengths in the octonion spaces
Zi-Hua Weng

TL;DR
This paper employs octonion algebra to extend electromagnetic and gravitational theories in media, deriving new insights into astrophysical jet frequencies and field properties.
Contribution
It introduces a unified octonion-based framework for electromagnetic and gravitational fields in media, revealing new physical properties and extending Maxwell's equations.
Findings
Electromagnetic equations in media show identical frequencies for magnetic flux density and magnetization.
The framework can reduce to Maxwell's equations in vacuum under certain conditions.
Application to astrophysical jets provides new theoretical insights into their frequencies.
Abstract
The paper focuses on applying the octonions to explore the electromagnetic and gravitational equations in the presence of some material media, exploring the frequencies of astrophysical jets. Maxwell was the first to use the algebra of quaternions to describe the electromagnetic equations. This method encourages scholars in adopting the quaternions and octonions to study the physical properties of electromagnetic and gravitational fields, including the field strength, field source, linear momentum, and angular momentum and so forth. In the paper, the field strength and angular momentum in the vacuum can be combined together to become one new physical quantity, that is, the composite field strength within the material media. Substituting the latter for the field strength in the vacuum will deduce the field equations within material media, including the electromagnetic and gravitational…
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