View source for Maxwell Equations and Inertial Transformations

{{Infobox paper
| title = Maxwell Equations and Inertial Transformations 
| author = [[Biagio Buonaura]]
| keywords = [[special relativity; Maxwell equations; conventionality]]
| published = 2004
| journal = [[Foundations of Physics Letters]]
| volume = 17
| number = 7
| num_pages = 18
| pages = 627-644
}}

==Abstract==

The inertial transformations of the space and time variables have recently been shown to provide a viable alternative description of relativistic phenomena. In the present paper we find the inertial transformations of a force by starting from Newton's law. This allows us to write also the inertial transformations of the electric and magnetic fields. Relative to a moving frame, the Maxwell equations assume a novel velocity-dependent form.

[[Category:Scientific Paper|maxwell equations inertial transformations]]

[[Category:Relativity|maxwell equations inertial transformations]]

[[Category:Electromagnetism]]