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nenyan
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How to find some papers on Lorentz invariant extensioning of standard electromagnetism that include magnetic charges
robphy said:Possibly useful... I haven't read any of these myself... but they might be of interest in the classical aspects of this topic.
Thank you very much.vanhees71 said:I still find Dirac's original papers the best intro ever written
Magnetic charges, also known as monopoles, are hypothetical particles that have a single magnetic pole. They are similar to electric charges, which have a positive and negative pole, but differ in that magnetic charges have only one type of pole. This means that magnetic charges cannot exist alone and must always come in pairs.
Lorentz invariance is a fundamental principle in physics that states that the laws of physics should be the same for all observers in inertial frames of reference. In the context of magnetic charges, this means that the laws of electromagnetism should be the same for all observers, regardless of their relative motion. This includes the existence and behavior of magnetic charges.
Finding papers on magnetic charges and Lorentz invariance is significant because it helps us better understand the fundamental principles of electromagnetism and the behavior of particles at the smallest scales. It also has potential implications for the unification of the four fundamental forces of nature.
Scientists study magnetic charges and Lorentz invariance through a combination of theoretical and experimental approaches. This includes mathematical models, simulations, and experiments using high-energy particle accelerators to probe the behavior of particles at very small scales.
One of the biggest challenges in the study of magnetic charges and Lorentz invariance is the lack of experimental evidence. While there have been theoretical predictions and some indirect evidence, no magnetic charges have been directly observed yet. Additionally, the unification of magnetic charges with other fundamental forces, such as gravity, is still an open question in physics.